The moth family Geometridae (inchworms or loopers), with approximately 23 000 described species, is the second most diverse family of the Lepidoptera. Apart from a few recent attempts based on morphology and molecular studies, the phylogeny of these moths has remained largely uninvestigated.
We performed a rigorous and extensive molecular analysis of eight genes to examine the geometrid affinities in a global context, including a search for its potential sister-taxa. Our maximum likelihood analyses included 164 taxa distributed worldwide, of which 150 belong to the Geometridae. The selected taxa represent all previously recognized subfamilies and nearly 90% of recognized tribes, and originate from all over world. We found the Geometridae to be monophyletic with the Sematuridae+Epicopeiidae clade potentially being its sister-taxon. We found all previously recognized subfamilies to be monophyletic, with a few taxa misplaced, except the Oenochrominae+Desmobathrinae complex that is a polyphyletic assemblage of taxa and the Orthostixinae, which was positioned within the Ennominae. The Sterrhinae and Larentiinae were found to be sister to the remaining taxa, followed by Archiearinae, the polyphyletic assemblage of Oenochrominae+Desmobathrinae moths, Geometrinae and Ennominae.
Our study provides the first comprehensive phylogeny of the Geometridae in a global context. Our results generally agree with the other, more restricted studies, suggesting that the general phylogenetic patterns of the Geometridae are now well-established. Generally the subfamilies, many tribes, and assemblages of tribes were well supported but their interrelationships were often weakly supported by our data. The Eumeleini were particularly difficult to place in the current system, and several tribes were found to be para- or polyphyletic.
Citation: Sihvonen P, Mutanen M, Kaila L, Brehm G, Hausmann A, Staude HS (2011) Comprehensive Molecular Sampling Yields a Robust Phylogeny for Geometrid Moths (Lepidoptera: Geometridae). PLoS ONE 6(6): e20356. doi:10.1371/journal.pone.0020356
Editor: Dirk Steinke, Biodiversity Insitute of Ontario - University of Guelph, Canada
Received: February 13, 2011; Accepted: April 19, 2011; Published: June 1, 2011
Copyright: © 2011 Sihvonen et al. This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.
Funding: Lauri Kaila was supported by the Academy of Finland (project 1110906, URL: http://www.aka.fi/fi/A/). The funder had no role in study design, data collection and analysis, decision to publish, or preparation of the manuscript.
Competing interests: The authors have declared that no competing interests exist.
The family Geometridae (inchworms or loopers), is one of the two most diverse families of Lepidoptera, with approximately 23 000 described species –, occurring worldwide except in the polar regions. In larvae of Geometridae the ventral prolegs of segments A3–A5 are usually absent or vestigial, causing the typical looping movement. The adult Geometridae are generally rather slender-bodied, broad-winged, and somewhat delicate, but several robust-built lineages exist. The majority of the species are nocturnal and cryptically patterned, but several lineages include brightly-coloured diurnal species. Several species are defoliators of some economic importance . The vast majority of geometrid larvae are external feeders, mainly on leaves, but certain lineages specialize on flowers and developing seeds and fruit. In Hawaii, an endemic radiation of Eupithecia Curtis (Larentiinae) has predatory larvae .
Morphologically the geometrids are best defined by the unique structure of the tympanal organs, particularly the presence of the ansa, found at the base of the abdomen and have their tympanal apertures opening ventro-laterally. These structures are reduced or lost in some of the brachypterous females .
The alpha-taxonomy of the Geometridae has been developing progressively, and excellent treatises exist, but these are often geographically limited and not aimed at resolving geometrid phylogeny at a deeper global level. Our current knowledge of phylogenetic relationships is largely based on Holloway's – morphological works on the Bornean fauna, where the findings were placed in a wider taxonomic concept. Other recent significant contributions, which treat more restricted taxa, include for instance works on the Neotropical Ennominae , the Macariini , the Sterrhinae , the Scopulini , The Geometrid Moths of Europe series – and The Moths of North America , . In recent years these morphological findings have been tested and supported by DNA studies –. Forum Herbulot , which is an international scientific community with research focused on Geometridae, has attempted to create a synthesis of all available information. According to Forum Herbulot , currently eight subfamilies are recognized in the following tentative order with species' numbers from Scoble & Hausmann : Sterrhinae (2940), Larentiinae (6228), Geometrinae (2529), Archiearinae (18), Oenochrominae (328), Desmobathrinae (248), Orthostixinae (17) and Ennominae (10 682). These are divided further into 85 tribes in current use.
Previous DNA analyses have suffered from two major limitations: firstly a lack of comprehensive taxon sampling, both taxonomically and geographically, and secondly only a limited number of phylogenetically informative genetic markers have been analysed.
The main objective of this research has been to provide a solid evolutionary framework for the described Geometridae, aimed at clarifying broad patterns at three levels: the relationship between the Geometridae and potential sister-taxa, the relationship between the larger clades (subfamilies) within the family, and the relationship between subordinated taxa (tribes and genera). We hope that the synthetic approach will provide a solid basis for further studies, whether taxonomic or applied.
Taxon sampling and specimen acquisition
Most specimens analysed were gathered from the DNA sample collections of the authors. In cases where DNA samples preserved in ethanol were not available, we extracted DNA from dry collection samples less than 15 years old. Overall, DNA extracted from ethanol preserved samples was of a high quality, while DNA extracted from dry samples was generally of lower quality, and many taxa had to be excluded due to limited sequencing success. Additional taxon samples were received from several collectors (vide Acknowledgments) and from the AtoL/LepTree DNA collection at the University of Maryland (http://www.leptree.net). Published sequences (created by Niklas Wahlberg) of three taxa were also included.
We sampled the described geometrid diversity at the tribal level as comprehensively as possible, using a summary of the classification of the Geometridae by Forum Herbulot  as our working hypothesis. This classification is largely based on revisions by Holloway –. We also supplemented the taxon coverage by including 31 important taxa of doubtful affinity, e.g. , , . Two or more examples were included for several tribes, especially in the tribes distributed widely such as the Nacophorini (Ennominae). Representative taxa from all eight recently recognized geometrid subfamilies were represented and material from 76/85 recently recognized tribes (89.4% of all) were obtained. In addition 31 taxa currently not assigned to tribes were also included. A total of 164 taxa were analysed, 150 being members of the Geometridae (Table S1). Specimens were sampled from the following regions: 69 from the Palaearctic Region, 37 from the Neotropical Region, 13 from the Afrotropical Region, 10 from Southeast Asia, 13 from Australia and 8 from New Zealand. Specimens from the Nearctic Region were not sampled because some Holarctic genera were included and the Nearctic taxa are classified into higher categories that were already represented in the analysis by the Palaearctic and the Neotropical material.
To reduce the risk of misidentification, all the specimens were cross-checked with their DNA barcodes in BOLD (Barcode of Life Data Systems, http://www.barcodinglife.org/views/login.php) , where reference specimens were available for more than 10 000 geometrid species including most of the species used in this study. Identification of the many Neotropical taxa are preliminary because for many groupings there are is no current identification information available, see for instance . Material was compared to relevant type material, but in many instances the comparisons were based on wing patterns only.
Taxonomic data for sequenced taxa, sample ID, collection information, current systematic placement, and references to relevant literature where the tribal association is used, are shown in Table S1. For a full overview, it also includes nine tribes not covered by our study. GenBank accession numbers and sequencing success are provided in Table S2.
Our research did not specifically attempt to resolve affinities among non-geometrid taxa (Sematuridae and Uraniidae), but we included all such obtained material as either one of them was likely to represent a possible sister-group to Geometridae . We also included members of Cimeliidae, Epicopeiidae and Drepanidae as their affinity to Geometroidea has remained doubtful. Of these, Epicopeiidae (currently a family in Drepanoidea) may actually be more closely related to Geometroidea than Drepanoidea .
Usually legs, but sometimes larger body parts of adult specimens were used for DNA extraction. The remaining parts of specimens were preserved as dry samples to serve as vouchers. Body parts to be used in DNA extraction were dried and powdered, and DNA was extracted and purified using Qiagen's DNeasy™ extraction kit following manufacturer's instructions.
Regions from one mitochondrial gene and seven nuclear genes were combined to form a data matrix. We sequenced altogether 1476 base pairs from cytochrome oxidase subunit 1 gene (CO1) of the mitochondrial genome, and altogether 4681 base pairs from Elongation Factor-1α (EF-1α), Ribosomal protein S5 (RpS5), Carbamoylphosphate synthase domain protein (CAD), Cytosolic malate dehydrogenase (MDH), Glyceraldehyde-3-phosphate dehydrogenase (GAPDH), Isocitrate dehydrogenase (IDH) and wingless genes of the nuclear genome. The data accounted for a total of 6157 base pairs. DNA amplification and sequencing were carried out using standard PCR and sequencing techniques, largely following the protocol presented in Wahlberg & Wheat . Sequencing was performed mainly with an ABI 3730 capillary sequencer.
The sequence alignments were done manually using BioEdit 188.8.131.52. There was very little variation in gene lengths among examined taxa, and therefore the sequence alignment could be done unambiguously through all taxa. However, a short region of the wingless gene was removed due to ambiguities in alignment. Similarly, a short region from the beginning of RpS5 was removed because of repetitive codons and resulting difficulties in alignment. We constructed neighbour-joining trees separately for each gene using Mega 4.0.1 and checked them carefully for identical sequences and otherwise doubtful patterns. Consequently, some contaminated taxa were re-analysed or removed from the subsequent analyses.
We made several trials with varying taxon and gene combinations. This was aimed at recognizing possible “rogue” taxa and further to search for potentially contaminated sequences. As a result, a taxon preliminarily identified as Stamnodes sp. was removed from the eventual analyses as being possibly contaminated or not actually being a member of this genus. We also examined the effects of exclusion of mitochondrial sequence data (analysis repeated three times), exclusion of gene partitioning (analysis repeated three times), as well as the effects of the third codon position (analysis performed once).
The phylogenetic analyses were carried out with model-based (Maximum Likelihood) methods. The eventual maximum likelihood analyses were carried out under the GTR+G model and the data were partitioned by genes. The maximum likelihood analysis was implemented using RAxML 7.2.6.  at the CIPRES Web portal . Supports for nodes were evaluated with 1000 bootstrap replicates of the data. The eventual analysis was repeated 10 times to examine if rapid algorithms applied in RAxML consistently found the same global optimum and to map alternative positions of unstable taxa.
All trees were rooted to Bombyx mori Linnaeus (Bombycoidea, Bombycidae), which is certainly a non-geometroid taxon, but probably not a distant relative to Geometroidea among all Lepidoptera .
Effects of varying taxon and gene combinations
The effects of varying taxon and gene combinations were compared against the analyses where all eight genes, third codon positions and data partition by genes were included. The removal of third codon position and partitioning by genes had little effect to the topology and node supports. A notable exception was the enigmatic Ergavia roseivena Prout, 1910. It always grouped within the Sterrhinae in partitioned analyses, while it never did so in non-partitioned analyses, where it was placed as sister to the Larentiinae (bootstrap support values ranging from 27–31 in ten replications). Omission of mitochondrial CO1 gene also had little effect to the tree topology, but weakened support values in most of the basal nodes.
Based on these trials, we decided to include all genes and third codon positions as well as partition the data by genes in the eventual analyses, as their inclusion obviously improved bootstrap support values between the closely related taxa, while not weakening the support values at the basal nodes. The ten repeats of the eventual data set yielded largely the same topology, with slight variation observed mostly in the apical nodes, suggesting that the independent heuristic searches recovered the same global optimum or at least ended close to it. The only major exception was the position of the Sterrhinae, which were found as sister group to the Larentiinae in six repeats, these subfamilies being together the sister group to all other Geometridae (support values ranging from 93–96). In four occasions the Sterrhinae were sister to all other Geometridae (support values ranging from 24–28).
Major phylogenetic patterns
Tree shows the Geometridae subfamilies from Sterrhinae to Larentiinae. The tree was rooted on Bombyx mori Linnaeus, 1758. Non-Geometridae clades are shown in black, see Mutanen et al. . Colours indicate subfamily associations and parentheses describe tribus associations of the analysed taxa prior to the analysis. Columns on the right indicate the subfamilies as they are recognized in this study.
Tree shows the Geometridae subfamilies from Archiearinae to Ennominae. The tree was rooted on Bombyx mori Linnaeus, 1758. Colours indicate subfamily associations and parentheses describe tribus associations of the analysed taxa prior to the analysis. Columns on the right indicate the subfamilies as they are recognized in this study.
A clade consisting of the Epicopeiidae and Sematuridae is the sister-taxon to the Geometridae (bootstrap values ranging from 22–26 in ten replications). Uraniidae form a monophyletic group (46–57), being positioned between the above-mentioned clade and the Drepaniidae+Cimeliidae clade.
Monophyly of the Geometridae is well supported (93–96). According to our sampled species of the Geometridae, the Sterrhinae and Larentiinae were found to be sister to the remaining taxa, either Sterrhinae as the most basal (4/10) or Sterrhinae and Larentiinae as sister-taxa (6/10). Sterrhinae always came out as a monophyletic entity, with two branches, but the bootstrap support is low (47–59), as do the Larentiinae, but the branch is better supported (97–99). Structurally homogenous Archiearinae (98–100) were represented by only one species, appearing as sister to the Oenochrominae+Desmobathrinae complex and Geometrinae+Ennominae (73–86). Oenochrominae came out as non-monophyletic assemblage, with two species clustering in the Sterrhinae. Oenochrominae sensu stricto (5/10) or Oenochrominae sensu stricto+Desmobathrinae: Eumeleini (5/10) came out as the sister-group to the Geometrinae. The postulated sister-relationships were weakly supported. When Oenochrominae sensu stricto was placed alone as the sister-taxon to the Geometrinae, Eumeleini were grouped together with Plutodes in the Ennominae, next to a clade formed by Pyrinia+Acrotomodes. Monophyly of the Geometrinae is well supported (91–100). Within the Geometrinae, Conchyliodes distelitis Prout, 1930 is always positioned as sister to the remaining Geometrinae, which is divided into two branches (56–66). The monophyly of the Ennominae is only weakly supported (13–32). Orthostixini and Alsophilini, which have been considered subfamilies until recently, were both placed within the Ennominae.
In our analysis many tribes of Geometridae as hypothesized in traditional taxonomy were found to be non-monophyletic.
The trials we did to explore the effects of data partitioning as well as removal of third codon positions and mitochondrial data affected little the tree topology, and also had little effects to the node supports. There is no consensus whether or not relatively rapidly evolving mitochondrial sequence data should be included in studies that aim at resolving deeper-level phylogenetic patterns. Similarly, it is not clear if inclusion of third codon positions generally might blur rather than elucidate detecting phylogenetic patterns, as most changes in third codon positions do not involve changes in amino acids, being therefore selectively neutral and potentially increasing the amount of homoplasy. A likely explanation for the negligible effect of various data sets on tree topologies in our study is that most groupings are robust enough. Larentiinae and Sterrhinae were the only major taxa whose systematic positions remained somewhat unclear. Perhaps the only way to shed more light on those cases is the addition of data. Our results also suggest that mitochondrial CO1 gene provides additional data that is both informative and consistent with nuclear genomic data. While the third codon position of CO1 changes rapidly in time and probably contain little useful phylogenetic information, the first and second positions are stable enough to contain phylogenetically useful information at this phylogenetic level.
Major phylogenetic patterns of the Geometridae and related taxa
Although we did not primarily aim at investigating the sister group of Geometridae, the results yielded some interesting patterns deserving attention. Our results on the sister-taxon to the Geometridae do not fully agree with the extensive analysis on the Ditrysian Lepidoptera by Mutanen et al. . In their analysis, the clade consisting of Sematuridae+Uraniidae is monophyletic, being the sister-taxon to the Geometridae, whereas the Epicopeiidae were grouped together with the Lasiocampidae. The latter clade (Epicopeiidae+Lasiocampidae) was found to be the sister-taxon to the Geometroidea, although the supporting bootstrap values were low (22–26 in ten replications). Regier et al.  found Uraniidae to be the sister-taxon to the Geometridae and Epicopeiidae grouped together with the Sematuridae. In our analysis the Epicopeiidae and Sematuridae also grouped together, and we found these to be sister-taxa to the Geometridae, not nested within the Uraniidae. Other published molecular studies, e.g. , , , were not designed to analyse the sister-taxon question. Based on morphology, Minet  and Holloway  postulated the Geometroidea to consist of an unresolved trichotomic clade made up of the Geometridae, Sematuridae and Uraniidae. The Epicopeiidae were grouped as a sister-taxon to the Drepanidae, forming together the Drepanoidea.
Our analysis supports the result of Regier et al.  and Mutanen et al. , combining Cimeliidae with Drepanidae, and this clade is not closely related to the Geometridae. Uraniidae is a monophyletic entity with two separate lineages: Epipleminae+Microniinae and Uraniinae. Mutanen et al.  recovered the same pattern, whereas in Regier et al. , who only analysed one species from each subfamily, Uraniinae+Microniinae grouped together, and Epipleminae stood on its own.
Major phylogenetic patterns of the Geometridae
Our extensive analysis on the phylogenetic relationships of the Geometridae, which generally agrees with the other recent studies, emphasizes that the general phylogenetic patterns and major lineages of the Geometridae are now well established. Of the geometrid subfamilies, the largest ones in terms of species count, i.e. Sterrhinae (with some previously misplaced taxa), Larentiinae, Geometrinae and Ennominae are consistently found as monophyletic lineages. Of these, the monophyly of the first three subfamilies is well supported, while support for the monophyly of Ennominae is generally lower. However, this large subfamily is regularly recovered as monophyletic in various trials, and we thus consider their monophyly to be relatively well supported as well. At the subfamily level, our results agree with those of Regier et al. , Wahlberg et al. , Mutanen et al.  and Yamamoto & Sota , except that the last reference maintained the Orthostixinae as valid at subfamily level, and grouped it together with the Desmobathrinae as a sister-taxon to the Archiearinae. In our analysis the Orthostixini grouped within the Ennominae. In both analyses the Orthostixini were represented by a Naxa species whose relationship to the type genus Orthostixis Hübner, 1823 still awaits detailed analysis. Regier et al. , Mutanen et al.  and Wahlberg et al.  did not include a representative of the Orthostixini.
Monophylies of both the Oenochrominae and Desmobathrinae are questioned. Holloway  revived the Desmobathrinae, to contain the delicately built ‘oenochromine’ genera with elongated, slender appendages. He failed to find unambiguous synapomorphies to unite the two included tribes, the Desmobathrini and Eumeleini– but each one of the two tribes can be defined on much stronger characteristics. In our analysis the two mentioned tribes did not group together. Scoble and Edwards  proposed a stricter definition of the Oenochrominae to apply to a group of robust-bodied Australian genera. Even with this stricter definition applied, the composition remained uncertain and they failed to find uniquely derived apomorphic characters. Their definition relied on general similarities of facies, wing venation and male genitalia structure. Cook and Scoble  suggested that the circular form of the lacinia and its orientation parallel to the tympanum in the tympanic bulla was an autapomorphy for these robust Oenochrominae. Holloway  noted that these features are not apparent in Sarcinodes, the only Oriental representative of the group. In our analysis Oenochroma orthodesma (Lower, 1894) was the sole representative of Oenchrominae sensu sricto in the sense of Scoble and Edwards .
Sterrhinae were found to have two major lineages, supporting the earlier morphology-based results , , and molecular-based results , . Furthermore, the genus Lythria Hübner, 1823 (Lythriini) was placed in the Sterrhinae, grouping together with the Rhodometrini, agreeing with the recent finding  that Lythria is a genus in the subfamily Sterrhinae, not the Larentiinae. On a more detailed level, the Cosymbiini, Timandrini and Rhodometrini were found to be related in the same sequence in the present study as in Sihvonen and Kaila , Õunap  and Strutzenberger et al. . Holloway  treated these three tribes as an unresolved trichotomy. In the present analysis the Rhodostrophiini and Cyllopodini grouped together, as did the Sterrhini and Scopulini. The same pattern was proposed by Holloway , Sihvonen and Kaila , Õunap  and Strutzenberger et al. , although the latter two did not have Cyllopodini included in the analysis. The systematic position of Lissoblemma Warren, 1902 and related genera, see , remains problematic. These genera have certain structural features that suggest a relationship with either Rhodostrophiini or Scopulini. In the present analysis L. hamularia (Snellen, 1872) grouped next to the Sterrhini in the Scopulini+Sterrhini lineage. Afrophyla vethi (Snellen, 1886) and Ergavia roseivena Prout, 1910, which had earlier been included in the Oenochrominae, were found to be associated with the Sterrhinae. However, the Sterrhinae association of E. roseivena was not found in non-partitioned data analysis, where it was placed as sister to the Larentiinae, so this association remains somewhat doubtful. More extensive studies are needed to resolve their exact position.
The tribe Trichopterygini, which is diagnosed by the male hindwing anal area being reduced and modified into a lobe, has been proposed to be the sister to the remaining Larentiinae . In our analysis this view did not gain support because the genera Trichopteryx Hübner, 1816 and Tatosoma Butler, 1874 grouped together, being sister to the genus Aplocera Stephens, 1827, which is currently placed in the Chesiadini . The sister position to the remaining Larentiinae was occupied by the Neotropical Dyspteris sp. and Paradetis porphyrias (Meyrick, 1883) from New Zealand that grouped strongly together (bootstrap values ranging from 98–100 in ten replications). Strutzenberger et al.  also found Dyspteris to be the first branching taxon in the Larentiinae. The potential association of these two taxa to the true Trichopterygini requires further investigation. Hodges et al.  placed Dyspteris in the Lobophorini, which Holloway  included in the Trichopterygini.
The genus Baptria Hübner, 1825 has been placed in the Solitaneini (vide , ), which in turn has been proposed to be a junior synonym of Operophterini . If the tribal synonymy holds, then our analysis suggests that Baptria does not belong to the Solitaneini. Our results also question the association of the genus Anticollix Prout, 1938, with the Melanthiini as it did not group together with the type genus of the tribe, Melanthia Duponchel, 1829. There are two large groupings within the Larentiinae, but the split is weakly supported (bootstrap values ranging from 3–30 in ten replications). The first group includes genera from Baptria to Callipia Guenée, 1858, representing many Holarctic tribes, but also taxa from New Zealand, several species from South America, many of which have not been assigned to a tribe. The three genera, Helastia Guenée, 1868, Hagnagora Druce, 1885, and Callipia Guenée, 1858, which have not been assigned to currently valid tribes, all fall within the first group. The New Zealand genus Helastia, diagnosed and illustrated in Craw , groups together with the Xanthorhoini (99–100). Association is also supported by the similar facies and structures of the genitalia (see also ). The South American genera Hagnagora and Callipia grouped together with the Hydriomenini, Heterusiini and Erateinini tribes (96–99). The second group includes genera from Philereme Hübner, 1825 to Pasiphila Meyrick, 1883.
Holloway  and Holloway et al.  have noted the Eupitheciini, Operophterini and Perizomini to share an unusual set of structures associated with the juxta of the male genitalia, the dorsal ones are termed labides with the ventral ones extending down towards each side of a central constriction of the juxta. The labides on each side are independent or only partially united in the Eupitheciini but fully fused in the Operophterini and Perizomini. The tribe Asthenini may also be related , though the structures Pierce  refers to as labides are not entirely similar to those in the other three tribes. Holloway  placed Poecilasthena Warren, 1894 and Eois Hübner, 1818 in the Eupitheciini, but indicated that these genera could be placed in the Asthenini, as is done in McQuillan and Edwards . Our results give support to the hypothesis that the tribes discussed are closely related, particularly the Eupitheciini and Perizomini, the latter being associated with the Melanthiini. As far as we know, the potential Melanthiini+Perizomini relationship has not been discussed earlier. Melanthiini have been subordinated to Rheumapterini , and based on characters of the pupa a Hydriomenini relationship has also been postulated .
The Asthenini seem to form a monophyletic lineage, sister-taxon to the above-mentioned three tribes. Our results support the placement of Poecilasthena in the Asthenini, agreeing with ,  and placement of Eois in the Asthenini, tentatively proposed by Holloway . The view of Xue and Scoble , who excluded Eois from the Asthenini, is not supported. Their arguments were based on the absence of the labides and the presence of distinctive signum that in their view differ markedly from that seen in typical Asthenini. Strutzenberger et al.  did not have the Asthenini in their analysis of Eois; Phileremini was found to be in a sister-position to the genus Eois.
The Archiearinae are a small group of diurnal moths, with a strikingly disjunct distribution, and traditionally presumed to be the most basal group of the Geometridae, e. g. , , . In the recent molecular analyses, which included considerably fewer taxa than the present one, the Holarctic Archiearinae have been placed as basal to the Geometrinae+Ennominae , , . Yamamoto & Sota  found Archiearinae to be the sister-taxon to the Orthostixinae+Desmobathrinae clade, which in turn was sister to the Geometrinae+Ennominae clade. Our results agree with those mentioned above, the Archiearinae being a sister-taxon to the Oenochrominae+Desmobathrinae complex and Geometrinae+Ennominae. The Chilean genus Archiearides Fletcher, 1953  has been shown to be a sister-taxon to the Holarctic Archiearis Hübner, 1823, whereas the Tasmanian ‘Archiearinae’ have been shown to be misplaced in the Archiearinae and have close affinities to the Australian Nacophorini (Ennominae) . These findings may suggest that the lack of an accessory tympanum in the Archiearinae is a secondary adaptation to a diurnal habit and not a primitive character .
The ‘Oenochrominae’ have, from the very beginning, been conceived as a polyphyletic assemblage of groups not fitting the venation characteristics of the other subfamilies. Over a long period, the concept included the geometrid subfamilies Alsophilinae, Desmobathrinae and Orthostixinae, until Scoble and Edwards  proposed that a stricter definition of Oenochrominae should be applied to robust-bodied Australian genera. Despite this, unique, diagnostic morphological characters have been difficult to find.
The Desmobathrinae are a pantropical group revived by Holloway  to contain the delicately built ‘Oenochrominae’ genera that have elongated, slender appendages (legs, antennae). The two recognized tribes, Desmobathrini and Eumeleini, are diagnostic, but attempts to find clearly established synapomorphies to unite them have failed .
In our results the ‘Desmobathrinae’ formed a grade rather than a clade, and the single true oenochromine in our study was often associated with Eumelea Duncan & Westwood, 1841 (Desmobathrinae), though with low support value. Such an arrangement would be plausible on morphological basis as well, as no synapomorphies are known to unite the Desmobathrinae sensu Holloway . Because of the limited taxon sampling in this subfamily, the number of separate lineages may increase considerably with a better coverage. The Nearcha Guest, 1887 grouped together with two Desmobathrini taxa, the clade has high support values (bootstrap values ranging from 98–100 in ten replications), and the three represented taxa appear to have a Gondwanan type distribution (Nearcha: Australia, Dolichoneura Warren, 1894: South America, Conolophia Warren, 1894: South Africa). The position of Eumeleini is problematic: in 5 replications it grouped together with Oenochromini sensu stricto (13–22), but in 5 other replications it grouped together with Plutodes costatus Butler (Butler, 1886) (Plutodini) in the Ennominae (27–35). The Eumeleini have a number of unusual features—in the male genitalia the uncus is cruciform and the tegumen is distinctly shaped —setting it apart from the Desmobathrini and most other Geometridae . These structures are not found in Plutodes Guenée, 1858 either. Based on morphology, Beljaev  placed the Eumeleini in the Geometrinae.
Holloway  has suggested that the Desmobathrinae might represent the sister-group to the Geometrinae as Celerena Walker (not included in our analysis) has high concentrations of geoverdin, the pigment that characterizes the geometrines . In our analysis the Desmobathrinae: Eumeleini+Oenochromini sensu stricto (5/10 replications) or Oenochromini sensu stricto (5/10) alone stood as a sister-group to the Geometrinae. The Eumeleini did not yield high concentrations of geoverdin .
Traditionally the Geometrinae have been classified to contain the Dysphaniini, with the remaining taxa being classified into as many as seventeen tribes, summarized in Forum Herbulot . The Dysphaniini have high geoverdin concentrations, sharing this and a few morphological features with the Geometrinae, suggesting these taxa may be linked. The lack of shared, unique characters has led some authors to challenge the placement of the Dysphaniini in the Geometrinae , , . The remaining geometrine tribes are difficult to diagnose, and some genera do not fall readily into any of them, vide e.g. . This lead Holloway  to suggest that all non-Dysphaniini taxa should be joined as one large tribe, the Geometrini, with the tribes recognized by other authors, e.g. ,  classified as subtribes of the Geometrini.
Our results indicate two major groupings in the Geometrinae (bootstrap values ranging from 56–66 in ten replications), but we did not find support for the division between the Dysphaniini and the remaining Geometrinae. The Dysphaniini is clearly associated with the Geometrinae, grouping together with the Pseudoterpnini. Therefore our results do not lend support to the ‘Dysphaniini – Geometrini’ hypothesis presented by Holloway , but it must be noted that bootstrap values of most nodes are really low. We included three geometrine taxa from Africa in the analysis, whose systematic position had remained uncertain. Antharmostes Warren, 1899 grouped together with the Lophochoristini+Thalassodini clade, Argyrographa Prout, 1912 grouped together with the Comibaenini, and peculiar, monotypic Conchyliodes Prout stood on its own, being the sister-taxon to the rest of the Geometrinae. Conchyliodes distelitis lacks any green colour; the wings are uniform white with distinct brown margins that are mixed with red scales, particularly on the underside. Prout  included the genus in the Geometrinae (Hemitheinae) based on its venation, noting that its genitalia shows no affinity to any of the other Geometrinae. The subfamily association has been adopted in later works, e.g. , , and is supported by our data.
The subfamily Ennominae is diagnosed primarily by the loss of vein M2 in the hindwing, or more precisely, the vein is reduced to a fold rather than being expressed as a tubular vein. There are apparent reversals of this in a few genera, e.g. the New World genera Anavinemina Rindge, 1964 and Melanolophia Hulst, 1896  and the Holarctic Epirranthis Hübner, 1823. Our analysis also confirmed the placement of several taxa, which have a tubular hindwing vein M2 present, in the Ennominae. These include the Alsophilini (also in , ), the Orthostixinae/Orthostixini and potentially also the Eumeleini. For Eumeleini, see discussion above. Alsophilini were grouped with the Colotoini as in Wahlberg et al. .
In Yamamoto & Sota , and in our analysis, the Orthostixinae/Orthostixini were represented by a Naxa Walker, 1856 species. Naxa seriaria (Motschulsky, 1866) from Japan grouped together with the Desmobathrinae and Archiearinae clade , whereas in the present analysis N. textilis Walker, 1856 from Taiwan grouped together with the Baptini/Caberini clade in the Ennominae. We are unable to speculate what may have caused the different positioning of Naxa, except that in our analysis different markers and different outgroup were used, and that our analysis was more extensive, both in number of species and genes analysed. Holloway , who also examined the type genus of the tribe, Orthostixis Hübner, 1823, suggested that the Orthostixini may possibly be an Ennominae, thus agreeing with our result. Holloway based his view on a comparison of numerous morphological features from the adult, larva and pupa. Later Holloway  treated the Orthostixinae as valid at subfamily level, placing it as sister-group to the rest of the Ennominae.
Overall, the bootstrap values taken for many sub-lineages within the Ennominae are rather high, but often the interrelationships are weakly or very weakly supported. For this reason we will discuss the interrelationships rather superficially.
The Cassymini, Eutoeini, Macariini and Boarmiini in the broad sense have been proposed to form a monophyletic group, sharing reduction of the hooklets of the pupal cremaster to a strong terminal pair and development of a fovea of various forms in the male forewing , . Our results support this grouping, including the Boarmiini sensu Holloway (bootstrap values ranging from 83–92 in ten replications), and are in general agreement with those of Wahlberg et al. . The only refinements compared to Holloway  are the inclusion of the Abraxini in the same clade, and the exclusion of Charissa obscurata (Denis & Schiffermüller, 1775) and the Theriini. The latter does not fall within the broad concept of the Boarmiini, but it is associated with the genus Lomographa Hübner, 1825 (Baptini/Caberini), a result also found by Wahlberg et al. . Our data suggests separating the Baptini (with genus Lomographa Hübner, 1825) from the Caberini. Viidalepp  combined Ithysia pravata (Hübner, 1813) with the Theriini, but in our analysis it grouped together with the clade containing representatives of the tribes Apeirini, Epionini and Hypochrosini and an African representative of the genus Drepanogynis Guenée, 1858, the last taxon expected to fall in the Nacophorini .
The genera Acrotomodes Warren, 1895 and Pyrinia Hübner, 1818 always grouped together but their position was unstable. They were placed as the most basal Ennominae with very weak support (8/10 replications, bootstrap values ranging from 3–30) or with the Azelini (2/10 replications, bootstrap values ranging from 11–12). Pitkin  grouped these two genera together, but did not assign them into a tribe, noting that they have some apomorphic features in common with Falculopsis Dognin, 1913 (not included in our analysis). In these three genera the valva is divided, and the chaetosemata extend across the back of the head, a feature in common with the Macariini , .
The Nacophorini appeared polyphyletic, somewhat intermingled with the Lithinini. Drepanogynis tripartita (Prout, 1915) and monotypic Aragua Rindge, 1983 should perhaps be removed from the Nacophorini, whereas Mictodoca Meyrick, 1892 and Archephanes Turner, 1926 from Australia should perhaps be included. The position of the New World Nacophorini, here represented by the monotypic genus Aragua Rindge, 1983 must be investigated in more detail. Our results suggest that it is unrelated to Australian and African Nacophorini. Broader taxon sampling in this species-rich lineage is required.
The African genus Psilocladia Warren, 1898 (tribe unassigned) was represented in the analysis by two species; the type species of the genus P. obliquata Warren, 1898 and P. diaereta Prout, 1923. These did not group together, suggesting that P. diaereta may be misplaced in Psilocladia. Results from DNA barcoding of the CO1 fragment (BOLD database) show a close similarity between P. diaereta and Xenimpia Warren, 1895, which in all likelihood may be closely related.
The monotypic African genus Larentioides Prout, 1917 has not been assigned to currently valid tribes. In our analyses its placement remained ambiguous because the association with the Psilocladia, Ischalis Walker, 1862, Curbia Warren, 1894, and Pachycnemia Stephens, 1829 group of genera was weakly supported (bootsrap values ranging from 7–80). The previously unassigned New Zealand genus Declana Walker, 1858 grouped in all ten replications as sister to the clade containing the Alsophilini, Colotoini, Prosopolophini and Campaeini, but the support was weak (8–21).
The Neotropical Palyadini, which are diagnosed by the lack of a frenulum and retinaculum wing-coupling system , grouped weakly together with the Plutodini (5/10 replications, bootstrap values ranging from 34–41) or when the Eumeleini grouped together with the Plutodini, the Palyadini grouped together with the Baptini (5/10 replications, bootstrap values ranging from 14–25). Our results do not therefore shed much light on the difficult positioning of these moths. Hodges et al.  subordinated the Palyadini to the Baptini, Scoble  considered the original Guenée's concept of this group valid if the genus Eumelea (Eumeleini) is excluded, and Holloway remarked that there are morphological similarities between the Baptini and Palyadini. Pitkin  treated the Palyadini as a subgroup of the Caberini/Baptini.
The Odontoperini and Azelinini association is strongly supported (bootstrap values ranging from 99–100 in ten replications), already noted by Holloway  on morphological grounds. Beljaev  proposed the Azelinini to be related to the Ennomini sensu lato (vide ) on the grounds of male genitalic muscles. The systematic position of Epirranthis diversata (Denis & Schiffermüller, 1775) has remained controversial, being placed either in the Ennominae: Ennomini (e.g. , ), in the Oenochrominae sensu lato (e.g. , ) or in the Desmobathrinae . In our analysis E. diversata grouped together with Opisthograptis luteolata (Linnaeus, 1758), the latter having been recently placed in the Ennominae tribe Ourapterygini, a position which is not well supported by our results.
The Ennomini and related taxa (Ourapterygini, Nephodiini, Cratoptera group and seven unassigned taxa) constitute a well-supported clade (bootstrap values ranging from 92–97 in ten replications). The Nephodiini and Ourapterygini group together; this close relationship, or even synonymy, has already been suggested by morphology . The most apical Ennominae include the Cratoptera group and seven other Neotropical genera, with a few Nearctic species, which have not been assigned to a tribe . The only exception is genus Phyllodonta Warren, which was placed earlier in the Ourapterygini . Interestingly, the nine Neotropical ennomine taxa not previously assigned to tribal level only clustered together in two clades, the Cratoptera group and Acrotomes+Pyrinia clade, and were not phylogenetically scattered across the whole subfamily. Perhaps most of the remaining 56 genera not assigned to a tribal level by Pitkin , may also group in one of these two clades.
In the future the few remaining geometrid taxa, which were not included in this analysis, should also be analysed in a broader context. These most notably include the African Diptychini, which is potentially a distinct lineage of the Ennominae, perhaps related to the Ourapterygini . Prout  placed some of the genera in the Oenochrominae, whereas Janse  was the first to diagnose this group of four genera as Diptychini (Diptychinae in the modern sense), considering them as potentially related to the Larentiinae. Pinhey , Staude  and Vári et al. , following the general elevation of the tribes to subfamily level, treated the Diptychinae as a subfamily. Staude  reviewed the taxonomic history of the group adding two more genera. We tried to analyse three different Diptychini taxa, but all attempts were unsuccessful. Inclusion of the genus Orthostixis, type genus of the Orthostixini, in a DNA analysis is important because relationships of the Orthostixis and the genera used as a surrogate are somewhat tentative. The other missing tribes, indicated in Table S1, may be somewhat trivial from the phylogenetic point of view. Many of them were diagnosed by Holloway , . We also suggest denser taxon sampling and further analyses to more accurately resolve the Oenochrominae+Desmobathrinae relationships.
Many geometrid genera are still unassigned to tribe, at least partly because the current classification is strongly biased towards European fauna, whereas the vast majority of geometrid diversity resides in the tropics. Future phylogenetic analyses should vigourously try to take this mismatch into consideration.
Taxonomic details for sequenced taxa. The list contains all valid tribal names provided in the Forum Herbulot world list of family group names in the Geometridae , based on Holloway –, supplemented from Beljaev . References – indicate the recent literature, where tribus association has been used.
Sequencing success in studied taxa. GenBank accession numbers provided for successfully amplified genes, “missing” indicates lack of sequence data.
The following people helped in obtaining DNA material for the study: Eyjolf Aistleitner (Austria), Henry Barlow (Hong Kong), Ulf Buchsbaum (Germany), Philippe Darge (France), Sami Haapala (Finland), Benny Henriksson (Sweden), Janne Jokinen (Finland), Jari Kaitila (Finland), Teemu Klemetti (Finland), Jaakko Kullberg (Finland), Gyula Laszlo (Hungary), Alfred Moser (Brazil), Tomi Mutanen (Finland), Kari Nupponen (Finland), Markku Pellinen (Finland/Thailand), Peder Skou (Denmark), Viktor Sinaev (Russia), Patrick Strutzenberger (Austria), Toomas Tammaru (Estonia), Panu Välimäki (Finland), Niklas Wahlberg (Finland) and Satoshi Yamamoto (Japan). We are grateful for Charles Mitter and ATOL Leptree group for providing several important specimens for us. Jeremy D. Holloway is thanked for fruitful discussions. Carlos Peña provided an excellent workbench for sequence storing and handling, for which we are very indebted. We thank Douglas Kroon (South Africa) for reviewing the manuscript for grammar and two anonymous referees for the useful comments to the manuscript.
Conceived and designed the experiments: PS MM LK. Performed the experiments: MM LK. Analyzed the data: MM LK. Contributed reagents/materials/analysis tools: PS MM LK GB AH HSS. Wrote the paper: PS MM LK GB AH HSS.
- 1. Scoble MJ (1999) The Catalogue. In: Scoble MJ, editor. Geometrid Moths of the World. A Catalogue (Lepidoptera, Geometridae). Collingwood: CSIRO Publishing. pp. 1–1016.
- 2. Scoble MJ, Hausmann A (updated 2007) Online list of valid and available names of the Geometridae of the World,. http://www.lepbarcoding.org/geometridae/species_checklists.php Page visited 15 December 2010.
- 3. Zahiri R, Kitching IJ, Lafontaine JD, Mutanen M, Kaila L, et al. (2010) A new molecular phylogeny offers hope for a stable family level classification of the Noctuoidea (Lepidoptera). Zoologica Scripta. (doi: 10.1111/j.1463-6409.2010.00459.x).
- 4. Zhang BC (1994) Index of Economically Important Lepidoptera. CAB International: Wallingford, UK. 608 p.
- 5. Montgomery SL (1982) Biogeography of the moth genus Eupithecia in Oceania and the evolution of ambush predation in Hawaiian caterpillars (Lepidoptera: Geometridae). Entomologia generalis 8: 27–34.
- 6. Cook MA, Scoble MJ (1992) Tympanal organs of geometrid moths: a review of their morphology, function, and systematic importance. Systematic Entomology 17: 219–232.
- 7. Holloway J (1994)  The moths of Borneo, part 11: Family Geometridae, subfamily Ennominae. Malayan Nature Journal 47: 1–309.
- 8. Holloway J (1996) The moths of Borneo, part 9: Geometridae (incl. Orthostixini), Oenochrominae, Desmobathrinae, Geometrinae, Ennominae addenda. Malayan Nature Journal 49: 147–326.
- 9. Holloway J (1997) The moths of Borneo, part 10: family Geometridae, subfamilies Sterrhinae and Larentiinae. Malayan Nature Journal 51: 1–242.
- 10. Holloway J (1998) The moths of Borneo, part 8: Castniidae, Callidulidae, Drepanidae, Uraniidae. Malayan Nature Journal 52: 1–155.
- 11. Pitkin L (2002) Neotropical ennomine moths: a review of the genera (Lepidoptera: Geometridae). Zoological Journal of the Linnean Society 135: 121–401.
- 12. Scoble MJ, Krüger M (2002) A review of the genera of Macariini with a revised classification of the tribe (Geometridae: Ennominae). Zoological Journal of the Linnean Society 134: 257–315.
- 13. Sihvonen P, Kaila L (2004) Phylogeny and tribal classification of Sterrhinae with emphasis on delimiting Scopulini (Lepidoptera: Geometridae). Systematic Entomology 29: 324–358.
- 14. Sihvonen P (2005) Phylogeny and classification of the Scopulini moths (Lepidoptera: Geometridae, Sterrhinae). Zoological Journal of Linnean Society 143: 473–530.
- 15. Hausmann A (2001) Introduction. Archiearinae, Orthostixinae, Desmobathrinae, Alsophilinae, Geometrinae. In: Hausmann A, editor. The Geometrid Moths of Europe 1. Apollo Books, Stenstrup. pp. 1–282.
- 16. Hausmann A (2004) Sterrhinae. In: Hausmann A, editor. The Geometrid Moths of Europe 2. Apollo Books, Stenstrup. pp. 1–600.
- 17. Mironov V (2003) Larentiinae II (Perizomini and Eupitheciini). In: Hausmann A, editor. The Geometrid Moths of Europe 4. Apollo Books, Stenstrup. pp. 1–463.
- 18. Ferguson DC (1985) Geometroidea, Geometridae (part): Geometrinae. In: Dominick RB, et al., editor. The Moths of America North of Mexico, fasc.18.1. Wedge Entomological Research Foundation. pp. 1–131.
- 19. Ferguson DC (2008) Geometroidea, Geometridae (part): Ennominae (part): Abraxini, Cassymini, Macariini. In: Hodges RW, et al., editor. The Moths of North America, fasc. 17.2. Wedge Entomological Research Foundation. pp. 1–431.
- 20. Young CJ (2006) Molecular relationships of the Australian Ennominae (Lepidoptera: Geometridae) and implications for the phylogeny of the Geometridae from molecular and morphological data. Zootaxa 1264: 1–147.
- 21. Yamamoto S, Sota T (2007) Phylogeny of the Geometridae and the evolution of winter moths inferred from a simultaneous analysis of mitochondrial and nuclear genes. Molecular Phylogenetics and Evolution 44: 711–723.
- 22. Õunap E, Viidalepp J, Saarma U (2008) Systematic position of Lythriini revised: transferred from Larentiinae to Sterrhinae (Lepidoptera, Geometridae). Zoologica Scripta 37: 405–413.
- 23. Wahlberg N, Snäll N, Viidalepp J, Ruohomäki K, Tammaru T (2010) The evolution of female flightlessness among Ennominae of the Holarctic forest zone (Lepidoptera, Geometridae). Molecular Phylogenetics and Evolution 55: 929–938.
- 24. Strutzenberger P, Brehm G, Bodner F, Fiedler K (2010) Molecular phylogeny of Eois (Lepidoptera, Geometridae): evolution of wing patterns and host plant use in a species rich group of Neotropical moths. Zoologica Scripta 39: 603–620. doi:10.1111/j.1463-6409.2010.00440.x.
- 25. Forum Herbulot (2010) World list of family-group names in Geometridae. http://www.herbulot.de/famgroup.htm Page visited 25 September 2010.
- 26. Beljaev E (2006) Tentative tribal system of Ennominae based on current family-group names. http://www.herbulot.de/pdf/Family_group_names_in_Geometridae_alternative_12_06_2007.pdf Page visited 25 September 2010.
- 27. Ratnasingham S, Hebert PD (2007) BOLD: the barcode of life data systems. Molecular Ecology Notes 7: 355–364. (doi:10.1111/j.1471-8286.2007.01678.x).
- 28. Strutzenberger P, Brehm G, Fiedler K (2010) DNA barcoding-based species delimitation increases species count of Eois (Geometridae) moths in a well-studied tropical mountain forest by up to 50%. Insect Science 2010: 1–14. doi:10.1111/j.1744-7917.2010.01366.x.
- 29. Mutanen M, Wahlberg N, Kaila L (2010) Comprehensive gene and taxon coverage elucidates radiation patterns in moths and butterflies. Proceedings of the Royal Society B 277: 2839–2848.
- 30. Wahlberg N, Wheat CH (2008) Genomic outposts serve the phylogenetic pioneers: designing novel nuclear markers for genomic DNA extractions of Lepidoptera. Systematic Biology 57: 231–242. (doi:10.1080/10635150802033006).
- 31. Stamatakis A, Hoover P, Rougemont JA (2008) Rapid bootstrap algorithm for the RAxML web-servers. Systematic Biology 75: 758–771.
- 32. Miller MA, Holder MT, Vos R, Midford PE, Liebowitz T, et al. 2009: The CIPRES Portals. URL:http://www.phylo.org/sub_sections/portal. Accessed: 2009-08-04. (Archived by WebCite(r) at http://www.webcitation.org/5imQlJeQa).
- 33. Regier JC, et al. (2009) Toward reconstructing the evolution of advanced moths and butterflies (Lepidoptera: Ditrysia): an initial molecular study. BMC Evolutionary Biology 9: 280. (doi:10.1186/1471-2148-9-280).
- 34. Abraham D, Ryrholm N, Wittzell H, Holloway JD, Scoble MJ, et al. (2001) Molecular phylogeny of the subfamilies in Geometridae (Geometroidea: Lepidoptera). Molecular Phylogenetics and Evolution 20: 65–77.
- 35. Minet J (1991) Tentative reconstruction of the ditrysian phylogeny (Lepidoptera: Glossata). Entomologica Scandinavica 22: 69–95.
- 36. Scoble MJ, Edwards ED (1989) Parepisparis Bethune-Baker and the composition of the Oenochrominae (Lepidoptera: Geometridae). Entomologica Scandinavica 20: 371–399.
- 37. Õunap E (2010) Systematic studies on the subfamily Sterrhinae. 111 p. Dissertationes Biologicae Universitatis Tartuensis 179. Tartu Ülikooli Kirjastus.
- 38. Kullberg J, Albrecht A, Kaila L, Varis V (2001) Checklist of Finnish Lepidoptera Sahlbergia 6: 45–190. An updated version (without taxonomic comments) is available at http://www.luomus.fi/elaintiede/hyonteiset/perhoset/index.htm.
- 39. Hodges RW, et al., editor. (1983) Checklist of the Lepidoptera of America North of Mexico. E.W. Classey Limited and The Wedge Entomological Research Foundation. University Press, Cambridge. XXIV + 284 p.
- 40. Choi S-W (2003) Faunistic study of the Larentiinae (Lepidoptera: Geometridae) of North Korea. Insecta Koreana 20: 313–342.
- 41. Craw RC (1987) Revision of the genus Helastia sensu stricto with description of a new genus (Lepidoptera: Geometridae: Larentiinae). New Zealand Journal of Zoology 14: 269–293.
- 42. Holloway J, Kibby G, Peggie D (2001) The families of Malesian moths and butterflies. 455 p. Fauna Malesiana Handbooks 3. Brill, Leiden.
- 43. Pierce FN (1914) The genitalia of the group Geometridae of the Lepidoptera of the British Islands. 88 p. Liverpool, published by the author.
- 44. McQuillan PB, Edwards ED (1996) Geometridae. In: Nielsen ES, Edwards ED, Rangsi TV, editors. Checklist of the Lepidoptera of Australia. Monographs on Australian Lepidoptera. Volume 4. CSIRO Publishing, Collingwood, Victoria, Australia. pp. 201–228.
- 45. Vives Moreno A (1994) Catálogo sistemático y sinonimico de los lepidópteros de la Peninsula Ibérica y Baleares (Insecta: Lepidoptera) part 2. 775 p. Madrid, Ministerio de Agricultura, Pesca y Alimentación.
- 46. Patocka J (1981) Ein Weiterer Beitrag zur Puppen taxonomie der Mitteleuropaischen Larentiinae (Lepidoptera: Geometridae). Biológia, Bratislava 36: 583–593.
- 47. Xue D, Scoble MJ (2002) A review of the genera associated with the tribe Asthenini (Lepidoptera: Geometridae: Larentiinae). Bulletin of the Natural History Museum, London (Entomology) 71: 77–133.
- 48. Minet J, Scoble MJ (1999) The Drepanoid/Geometroid assemblage. In: Kristensen NP, editor. Handbook of Zoology, part 35, Lepidoptera, Moths and Butterflies, Vol. 1, Evolution, Systematics, and Biogeography. De Gruyter, Berlin. pp. 301–320.
- 49. Fletcher DS (1953) Some new species of Geometridae from Argentina and Chile. Acta zoologica lilloana 13: 367–380.
- 50. Sommerer MD (1995) The Oenochrominae (auct.) of Sumatra (Lep., Geometridae). Heterocera Sumatrana 9: 5–77.
- 51. Beljaev E (2008) Phylogenetic relationships of the family Geometridae and its subfamilies (Lepidoptera). 238 p. (in Russian with summary in English).
- 52. Cook MA, Harwood LM, Scoble MJ, McGavin GC (1994) The chemistry and systematic importance of the green wing pigment in emerald moths (Lepidoptera: Geometridae, Geometrinae). Biochemical Systematics and Ecology 22: 43–51.
- 53. Pitkin L (1996) Neotropical emerald moths: a review of the genera (Lepidoptera: Geometridae, Geometrinae). Zoological Journal of the Linnean Society 118: 309–440.
- 54. Hausmann A (1996) The morphology of the geometrid moths of the Levant and its neighbouring countries (part 1: Orthostixinae-Geometrinae). Nota lepidopterologica 19: 3–90.
- 55. Prout LB (1929–35) Die Afrikanischen Spanner. In: Seitz A, editor. Die Gross-Schmetterlinge der Erde, Vol. 16. A. Kernen, Stuttgart. pp. 1–152.
- 56. Janse AJT (1933–35) The Moths of South Africa 2: Geometridae. E. P. & Commercial Printing, Durban. 448 p.
- 57. Staude HS (1999) An illustrated report of 510 geometrid moth taxa (Lepidoptera: Geometridae) recorded from 28 protected areas from the northern and eastern parts of South Africa. Metamorphosis 10: 97–150.
- 58. Viidalepp J (1996) Checklist of the Geometridae (Lepidoptera) of the former U.S.S.R. Apollo Books, Stenstrup. 111 p.
- 59. Krüger M (2004) Geometridae (Lepidoptera, Geometroidea). Esperiana Memoir 1: 241–247.
- 60. Scoble MJ (1994) A taxonomic revision of the genera Phrygionis Hübner and Pityeja Walker (Geometridae: Ennominae, Palyadini). Zoological Journal of the Linnean Society 111: 99–160.
- 61. Beljaev E (2009) Phylogenetic position of the tribe Azelini (Lepidoptera, Geometridae, Ennominae) based on functional morphology of the male genitalia. Eurasian Entomological Journal 8: 249–254.
- 62. Müller B (1996) Geometridae. In: Karsholt O, Razowski J, editors. The Lepidoptera of Europe, a distributional checklist. Apollo Books, Stenstrup. pp. 218–249.
- 63. Leraut PJA (1997) Liste systématique et synonymique des Lépidoptères de France, Belgique et Corse, 2nd ed. 526 p. Supplement à Alexanor. Universa, Wetteren.
- 64. Pinhey ECG (1975) Moths of Southern Africa: Descriptions and colour illustrations of 1183 species. 273 p. Cape town, Tafelberg.
- 65. Staude HS (2001) A revision of the genus Callioratis Felder (Lepidoptera: Geometridae: Diptychinae). Metamorphosis 12: 125–156.
- 66. Vári L, Kroon DM, Krüger M (2002) Classification and checklist of the species of Lepidoptera recorded in Southern Africa. 384 p. Chatswood, Australia.
- 67. Lemaire C, Minet J (1999) The Bombycoidea and their relatives. In: Kristensen NP, editor. Handbook of Zoology, part 35, Lepidoptera, Moths and Butterflies, Vol. 1, Evolution, Systematics, and Biogeography. De Gruyter, Berlin. pp. 321–353.
- 68. Minet J (1999) The Axioidea and Calliduloidea. In: Kristensen NP, editor. Handbook of Zoology, part 35, Lepidoptera, Moths and Butterflies, Vol. 1, Evolution, Systematics, and Biogeography. De Gruyter, Berlin. pp. 257–261.
- 69. Yen S-H, Minet J (2007) Cimelioidea: A New Superfamily Name for the Gold Moths (Lepidoptera: Glossata). Zoological Studies 46: 262–271.
- 70. Weintraub JD, Scoble MJ (2004) Lithinini (Insecta: Lepidoptera: Geometridae: Ennominae). Fauna of New Zealand 49: 5–47.
- 71. Daniels G (1993) The first record of Niceteria macrocosma (Lower) (Lepidoptera: Geometridae: Ennominae) from Tasmania. Australian Entomologist 20: 66.
- 72. Young CJ (2008) Characterisation of the Australian Nacophorini using adult morphology, and phylogeny of the Geometridae based on morphological characters. Zootaxa 1736: 1–141.
- 73. Herbulot C (1962–63) Mise à jour de la liste des Geometridae de France. Alexanor 2: 17–154. (Volume 2): 117–124, 147–154; (Volume 3): 17–24, 85–93.
- 74. Patocka J, Zach P (1994) On the pupae of central European Geometridae (Lepidoptera), subfamilies Archiearinae, Oenochrominae and Ennominae, tribe Theriini. Biológia 49: 739–745.
- 75. Young CJ, McQuillan PB (2003) Redescription and life-cycle of Archephanes zalosema Turner, 1926 (Lepidoptera: Geometridae: Ennominae), a specialist on Winteraceae. Insect Systematics & Evolution 34: 81–94.
- 76. Han HX, Galsworthy AC, Xue D-Y (2009) A survey of the genus Geometra Linnaeus (Lepidoptera, Geometridae, Geometrinae). Journal of Natural History 43: 885–922.
- 77. Fletcher DS (1979) Geometroidea. In: Nye IWB, editor. The Generic Names of the Moths of the World, volume 3: Geometroidea. London: The Natural History Museum. pp. 1–243.
- 78. Hausmann A (1996) The geometrid moths of the Levant and its neighbouring countries: Systematic list and prodromus of fauna (part 1: Orthostixinae-Geometrinae). Nota lepidopterologica 19: 91–106.
- 79. Canfield MR, Greene E, Moreau CS, Chen N, Pierce NE (2008) Exploring phenotypic plasticity and biogeography in emerald moths: A phylogeny of the genus Nemoria (Lepidoptera: Geometridae). Molecular Phylogenetics and Evolution 49: 477–487.
- 80. Pitkin LM, Han X, James S (2007) Moths of the tribe Pseudoterpnini (Geometridae: Geometrinae): a review of the genera. Zoological Journal of the Linnean Society 150: 343–412.
- 81. Õunap E, Viidalepp J (2009) Description of Crypsiphona tasmanica sp. nov. (Lepidoptera: Geometridae: Geometrinae), with notes on limitations in using DNA barcodes for delimiting species. Australian Journal of Entomology 48: 113–124.
- 82. Viidalepp J Hausmann A, McQuillan P, editors. (2006) Cladistic analysis of the subfamily Larentiinae. Proceedings of the Forum Herbulot 2006. Integration of molecular, ecological and morphological data: Recent progress towards the higher classification of the Geometridae (Hobart, 19–20 January 2006). Spixiana 29: 202–203.
- 83. Choi S-W (1997) A phylogenetic study on genera of Cidariini from the Holarctic and the Indo-Australian areas (Lepidoptera: Geometridae: Larentiinae). Systematic Entomology 22: 287–312.
- 84. Viidalepp J (2009) Cataclysme dissimilata Rambur bona sp. and Camptogramma scripturata comb. nov., with comments on genus Euphyia Hübner s.l. (Lepidoptera, Geometridae, Larentiinae). Revue de l'Association Roussillonnaise d'Entomologie 18: 28–36.
- 85. Bodner F (2007) Early stages and feeding ecology of loopers (Lepidoptera: Geometridae) in a south Ecuadorian montane rainforest. 55 p. Available for download at http://othes.univie.ac.at/885/1/Diplomarbeit_F_Bodner_klein_pw.pdf. Page accessed 22 October 2010.
- 86. Snäll N, Tammaru T, Wahlberg N, Viidalepp J, Ruohomäki K, et al. (2007) Phylogenetic relationships of the tribe Operophterini (Lepidoptera, Geometridae): a case study of the evolution of female flightlessness. Biological Journal of the Linnean Society 92: 241–252.
- 87. Xue D (1995) A study on the tribe Rheumapterini of China (Lepidoptera, Geometridae). Sinozoologia 12: 215–239.
- 88. Patocka J (1995) Die Puppen der Spanner (Lepidoptera, Geometridae) Mitteleuropas. Unterfamilie Larentiinae, Tribus Hydriomenini, Rheumapterini, Euphyini, Operophterini und Perizomini: Bonner Zoologische Beiträge 45: 231–258.
- 89. Hausmann A, Hebert PDN, Mitchell A, Rougerie R, Sommerer M, et al. (2009) Revision of the Australian Oenochroma vinaria Guenée, 1858 species-complex (Lepidoptera: Geometridae, Oenochrominae): DNA barcoding reveals cryptic diversity and assesses status of type specimen without dissection. Zootaxa 2239: 1–21.
- 90. Prout LB (1932) Die Amerikanischen Spanner. In: Seitz A, editor. Die Gross-Schmetterlinge der Erde, Vol. 8. Stuttgart: A. Kernen. pp. 1–136.
- 91. Covell CV (1983) The state of our knowledge of the Neotropical Sterrhinae (Geometridae). Second Symposium on Neotropical Lepidoptera, Arequipa, Peru, 1983 1: Suppl.17–23.