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Estimating body mass in New World "monkeys" (Platyrrhini, Primates), with a consideration of the Miocene platyrrhine, Chilecebus carrascoensis PDF

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Preview Estimating body mass in New World "monkeys" (Platyrrhini, Primates), with a consideration of the Miocene platyrrhine, Chilecebus carrascoensis

A tamerican museum Novitates PUBLISHED BY THE AMERICAN MUSEUM OF NATURAL HISTORY CENTRAL PARK WEST AT 79TH STREET, NEW YORK, NY 10024 Number 3617, 29 pp., 1 figure, 6 tables June 16, 2008 Estimating body mass in New World “monkeys” (Platyrrhini, Primates), with a consideration of the Miocene platyrrhine, Chilecebus carrascoensis KAREN E. SEARS,1 JOHN A. FINARELLI,2’3 JOHN J. FLYNN,4 AND ANDRE R. WYSS5 ABSTRACT Well-constrained estimates of adult body mass for species of fossil platyrrhines (New World “monkeys”) are essential for resolving numerous paleobiological questions. However, no consensus exists as to which craniodental measures best correlate with body mass among extant taxa in this clade. In this analysis, we analyze 80 craniodental variables and generate predictive equations applicable to fossil taxa, including the early platyrrhine Chilecebus carrascoensis. We find mandibular length to be the best craniodental predictor of body mass. There is no significant difference in predictive value between osteological and dental measures. Variables associated with the mandible and lower dentition do significantly outperform the cranium and upper dentition. Additionally, we demonstrate that modern platyrrhines differ, morphometrically, from early fossil forms. Chilecebus possesses unusual cranial proportions in several key features, as well as proportionally narrow upper incisors and wide upper cheek teeth. These variables yield widely divergent body mass estimates for Chilecebus, implying that the correlations observed in a crown group cannot be assumed a priori for early diverging fossils. Variables allometrically consistent with those in extant forms yield a body mass estimate of slightly less than 600 grams for Chilecebus, nearly a factor of two smaller than prior preliminary estimates. Scaled to body mass, the brain of Chilecebus is markedly smaller than those of modern anthropoids, despite its lowered body mass estimate advocated here. This finding, in conjunction with a similar pattern exhibited by fossil catarrhines, suggests that increased encephalization arose independently in the two extant subgroups of anthropoids (platyrrhines and catarrhines). 1 Department of Animal Biology, University of Illinois at Urbana-Champaign, Urbana, IL 61801. 2 Department of Geological Sciences, University of Michigan, Ann Arbor, MI 48109. 3 University of Michigan Museum of Paleontology, Ann Arbor, MI 48109. 4 Division of Paleontology, American Museum of Natural History, New York, NY 10024. 5 Department of Geological Sciences, University of California- Santa Barbara, Santa Barbara, CA 93106. Copyright © American Museum of Natural History 2008 ISSN 0003-0082 2 AMERICAN MUSEUM NOVITATES NO. 3617 INTRODUCTION mass than do cranial or dental variables. These elements are rare as fossils, however, Motivated by the discovery of the well- and when found as isolated elements can be preserved cranium of the early, fossil platyr- difficult to identify to low taxonomic levels rhine (New World “monkey”) Chilecebus (Damuth and MacFadden, 1990). The most carrascoensis (Flynn et al., 1995), we explore common primate fossils by far are isolated methods for estimating body mass in fossil teeth or jaws, elements that typically correlate platyrrhine species from cranial morphomet¬ with body mass more poorly (Gingerich et al., ries. Adult body mass is highly correlated with 1982; but also see Dagosto and Terranova, a diverse suite of ecological, macroevolution¬ 1992). ary, physiological, and life history variables Using morphometric proxies to estimate among living mammals (Gittleman and body mass in fossil taxa requires the poten¬ Harvey, 1982; Schmidt-Nielsen, 1984; Gittle¬ tially problematic assumption that the allo- man, 1986; Damuth, 1987; McNab and Eisen- metric relationship between a given variable berg, 1989; Gittleman, 1991, 1993; Gillooly et and body mass observed among living forms al., 2005). It follows that improved estimators also applies to fossil taxa. As an example, of body mass for fossil taxa are essential to estimates of body mass from different mor¬ understanding the biology of extinct species phometric variables for the early catarrhine (Gingerich and Smith, 1984; Martin, 1984; Aegyptopithecus yield widely varying results Damuth and MacFadden, 1990; Eisenberg, (Radinsky, 1977; Martin, 1990; Dagosto and 1990; Jungers, 1990). However, it remains Terranova, 1992; Simons, 1993). Thus, fossil unclear which morphometric variables corre¬ taxa might be characterized by fundamentally late best with body mass among living mam¬ different allometries of the skull and dentition; mals, let alone among fossil taxa. Previous the more unusual these morphometries are, attempts to estimate body mass from various the more uncertain body size estimates (and skeletal and dental proxies in anthropoids derived indices such as encephalization quo¬ have emphasized the Catarrhini (Old World tients) become. In practice, such deviations are “monkeys” and hominoids) (e.g., Delson et difficult to identify because they require a al., 2000), rather than platyrrhines (Hills and robust and well-resolved phylogeny (of living Wood, 1984; Conroy, 1987; Martin, 1990). and fossil forms) and well-preserved and Since the most reliable morphometric corre¬ relatively complete fossil material. To mini¬ lates of body mass are identified in the context mize these potential problems with a single of comparisons to phylogenetically closely related taxa (Eaglen, 1984; Conroy, 1987; estimator, body mass estimates from several Damuth and MacFadden, 1990; Dagosto proxies often are averaged (e.g., Radinsky, and Terranova, 1992), we investigate these 1971; Martin, 1990). This approach makes the associations in platyrrhine primates. optimistic assumption that inaccuracies among There has been considerable research into variables offset one another, such that variables various cranial, postcranial, and dental vari¬ yielding overestimates counterbalance those ables as body mass estimators for extinct underestimating mass. primates (e.g., Gingerich, 1974; Gingerich et To elucidate the pattern of increased en- al., 1982; Gingerich and Smith, 1984; Bouvier, cephalization (brain volume scaled to body 1986; Gingerich, 1990; Martin, 1990; Ruff, mass) among platyrrhines, we apply a suite of 1990; Dagosto and Terranova, 1992; Spocter craniodental body mass estimators to the and Manger, 2007). While a particular vari¬ 20.1 Ma fossil Chilecebus carrascoensis from able’s reliability as an estimator of body mass the Abanico Formation of central Chile for a fossil taxon depends on the strength of (Flynn et al., 1995). Represented by the best- the correlation with body mass among extant preserved and -dated early primate skull from taxa, those variables that tend to perform South America, Chilecebus provides an excel¬ better in a statistical sense are not typically the lent test case for application of these methods. most useful to paleobiologists. Limb bone The completeness and exceptional preserva¬ measures generally correlate better with body tion allow many of the proxy variables to be 2008 SEARS ET AL.: ESTIMATING BODY MASS IN NEW WORLD ‘MONKEYS’ 3 applied. Moreover, the antiquity of this fossil TABLE l allows methods of estimating body mass in Body mass for measured extant platyrrhine species extinct taxa to be judged against the backdrop Masses given in grams, from Smith et al. 2003. of potentially significant evolutionary change in allometry. Genus Species Mass [g] Alouatta caraya 5862.5 METHODS Aotus vociferans 873.0 Ateles geoffroyi 5284.9 Variables, Specimens, and Body Mass Data Brachyteles arachnoides 13499.9 Cacajao melanocephalus 3800.0 We assembled a suite of 80 morphometric Cacajao calvus 5796.0 variables from the literature (Gingerich and Callicebus moloch 854.7 Schoeninger, 1979; Radinsky, 1981a, 1981b, Callimico goeldii 480.0 1982; Gingerich et al., 1982; Anthony and Callithrix pygmaea 125.0 Kay, 1993; Hartwig, 1993; Kobayashi, 1995). Callithrix jacchus 292.0 Appendix 1 lists measurement variables and Cebus apella 2500.0 their descriptions. Of these potential body mass Chiropotes satanas 3000.0 Lagothrix lagotricha 6300.0 proxies, 32 were measurements of osteological Leontopithecus rosalia 535.5 features on the cranium and mandible, while 48 Pithecia pithecia 1375.5 were measurements of the dentition. All teeth Saguinus mystax 618.0 except the third molars (which do not occur in Saimiri sciureus 743.2 callitrichines) were measured. Specimens of extant taxa examined were from the collections of the Mammalogy Division, Zoology Depart¬ variables using ordinary (Model 1) least-squares ment of the Field Museum of Natural History, regression (Sokal and Rohlf, 1995). Because and the Mammalogy Collections, Division of similarity in morphometry may arise from close Vertebrate Zoology of the American Museum phylogenetic relationship (Felsenstein, 1985), of Natural History. In total, 157 specimens we performed phylogenetically corrected re¬ representing 17 platyrrhine species were mea¬ gressions (Garland and Ives, 2000), which were sured. Specimen numbers are given in appen¬ executed in the PDAP (Midford et al., 2003) dix 2. Extant taxa were chosen to ensure a module for the Mesquite software package sample containing at least one species from each (Maddison et al., 2002, 2004). Phylogenetic of the 15 platyrrhine genera and the full range of relationships among extant taxa were obtained body sizes (from 13.5 kg for Br achy teles ara- from molecular phylogenies of the Platyrrhini chnoides to 125 grams for Callithrix pygmaea). (Canavez et al., 1999; von Dornum and Ruvolo, Body mass data were obtained from the Masses 1999) (figure 1). Slopes and intercepts describ¬ of Mammals Database (v. 3.03: Smith et al., ing the relationship between the morphologic 2003). Average body masses used in the predictor and body mass were calculated for regression analysis are listed by species in each variable. table 1. In addition, we measured preserved To assess a variable’s efficacy in predicting morphometric variables for the fossil taxon body mass, we quantified the relative perfor¬ Chilecebus carrascoensis (SGOPV 3213, Museo mance among estimators using the log-likeli¬ Nacional de Historia Nacional, Santiago, hood fit of each regression model to the data: Chile). Mean measurement values for extant taxa are given by species in appendix 3. Allometric Regression Analyses (Burnham and Anderson, 2002). Morphometric variables and body masses for In the equation, n is the sample size, and ESS the living platyrrhines were log-transformed is the error sum of squares of the regression; (base 10) to determine allometric relationships therefore, the regression likelihood is propor¬ between the variables and body mass. Species tional to its ability to minimize residual average masses were fit to species-average log- variance. Model log-likelihoods were rescaled 4 AMERICAN MUSEUM NOVITATES NO. 3617 Brachyteles arachnoides Lagothrix tagotricha Ateles geoffroyi Alouatta caraya Gacajao calvus Gacajao mefanocephalus Chiropotes satanas Pithecia pithecia Cailicebus moloch Gallithrixjacchus Gallithrix pygmaea Callimico goeldii Leontopithecus rosafia Saguinas mystax Aotus voctferans Gebus apella Saimiri sciumus Fig. 1. Cladogram from molecular phylogenies (Canavez et al., 1999; von Dornum and Ruvolo, 1999) of platyrrhine primates used in the phylogenetically corrected regressions of body mass on morphometric variables. This cladogram is a synthetic topology of these two phylogenetic analyses. The topologies for the two analyses were congruent for overlapping taxa, with two exceptions. First the Callicebus/Cacjaol Chiropotes/Pitehca clade was basal to all other Platyrrhini in von Dornum and Ruvolo (1999), but was allied with the Ateles/Bachy teles/Lagothrix/Allouata clade in Canavez et al. (1999). Second, Aotus was allied with Saimiri and Cebus in Canvez et al. (1999), but left in an unresolved polytomy in von Dornum and Ruvolo (1999). Therefore both nodes are conservatively left in polytomies here. such that the maximum value across all hood difference of 2 (Edwards, 1992; Royall, variables was 0, with poorer predictors having 1997; Wagner, 2000a, 2000b) as the cutoff for progressively more negative log-likelihoods identifying one variable as a significantly (Edwards, 1992). We employed a log-likeli¬ better predictor of body mass than another. 2008 SEARS ET AL.: ESTIMATING BODY MASS IN NEW WORLD ‘MONKEYS’ 5 Body Mass Estimation in Chilecebus calculated for the extant catarrhine and platyrrhine taxa considered in Martin (1990). The body mass of the fossil platyrrhine The encephalization quotient (EQ) is the ratio Chilecebus carrascoensis was estimated from of observed brain volume to expected brain 46 measurements preserved in SGOPV 3213, volume for a given body mass (Jerison, 1970; the holotype cranium, using the regression Radinsky, 1971). The metric of interest, equations generated above from living taxa. however, is not relative volume but deviation We calculated a weighted average of these of observed volume from the allometric estimates using the proportional likelihoods for regression of brain volume on body mass, each regression model over the set of all models i.e., the natural logarithm of the EQ (logEQ) (Burnham and Anderson, 2002). Model aver¬ (Marino et al., 2004; Finarelli and Flynn, aging is appropriate when there is no clearly 2007; Finarelli, 2008). Positive logEQs imply identifiable “correct” model. This method has larger than expected brain volumes for a given been employed to a limited extent in previous body mass, and negative values the opposite. work (e.g., Radinsky, 1971; Martin, 1990), To assess the relative brain volume for extant where the mass estimates from several proxies platyrrhines and the extinct taxon Chilecebus, were averaged to reduce errors associated with we used the allometry relating body mass to any single predictor. However, simply calculat¬ brain volume for strepsirrhine primates (as an ing the mean of the individual variable outgroup to anthropoids) given in Martin estimates implicitly assumes that all of the (1990) as a frame of reference. variables perform equally well in predicting body mass. Since regression model likelihoods RESULTS AND DISCUSSION quantify an individual variable’s relative pre¬ dictive ability, a more appropriate averaging Body Mass Estimators technique takes advantage of this information. Using proportional likelihoods, poorly per¬ We performed phylogenetically corrected forming models influence the final body mass regression of body mass on each of the 80 estimate less, whereas better fitting models morphometric variables for the extant taxa. more strongly influence the final estimate. Slopes and intercepts for the predictive equa¬ tions and the corresponding log-likelihoods for the phylogenetically corrected regressions Estimating Relative Brain Size in Chilecebus are given for each variable in table 2; scatter- X-ray computed tomographic scans of the plots for the regressions are given in appen¬ Chilecebus carrascoensis cranium were per¬ dix 4. The relative ability of the morphometric formed on the medical scanner at Children’s variables surveyed in this analysis to accurate¬ Hospital of San Diego (CT HiSpeed Adv ly predict body mass, as measured by the log- SYS#HSA1; 140 Kv, 170 mA) to estimate likelihood fits for the regressions, is highly endocranial volume (Flynn et al., 1995). The uneven. The maximum likelihood observed skull and surrounding matrix were embedded in among the variables is for mandibular length, modeling clay to better mimic the density of the indicating that this variable is the single best human body, and scanned at 1.0 mm resolution. predictor of body mass among the 80 variables The series of individual axial and transverse scan surveyed. Only one variable (pterygoid-zygo¬ slices were composited into 3-D images using matic length) had a log-likelihood fit within Cemax VIP software® (Freemont, CA). The 2LnL units of mandibular length, and there¬ resulting brain volume measure was used in fore, there is no significant difference in the conjunction with body mass estimates to deter¬ ability of those two variables to predict body mine the relative brain volume in Chilecebus. mass among extant platyrrhine species. To determine whether increased encephali- The two optimal predictors are both cra- zation observed in extant anthropoids was niomandibular, osteological measurements, inherited from their last common ancestor, or not dental variables. Teeth are frequently whether New and Old World anthropoid employed as body mass predictors for fossil primates evolved this trait independently, mammals (Gingerich, 1974; Legendre, 1986; log-encephalization quotients (logEQs) were Legendre and Roth, 1988) because of their 6 AMERICAN MUSEUM NOVITATES NO. 3617 TABLE 2 Regressions of body mass on morphometric variables for extant taxa Slopes and intercepts of predictive equations for phylogenetically corrected regressions for each measurement variable (appendix 1) in living platyrrhines sampled (table 1). Also given are R2, error sum of squares (ESS) and the log-likelihood (LnL), rescaled such that the maximum likelihood observed among models (mandibular length) is 0. Measurement regressions are ordered in decreasing LnL. Teeth are upper (U) or lower (L) lengths, widths (anterior or posterior for molars), and areas. Measurement Slope Intercept R2 ESS LnL Mandibular length 2.689 -1.349 0.636 0.117 0.000 Pterygoid-zygomatic length 2.268 0.210 0.592 0.135 -1.136 Bizygomatic width 2.828 -1.616 0.626 0.166 -2.783 Moment arm of the masseter 1.672 0.916 0.510 0.175 -3.225 LM1L 2.205 1.822 0.449 0.195 -4.077 Skull length 3.123 -2.720 0.537 0.196 -4.105 Temporal fossa length 3.202 -2.233 0.374 0.198 -4.193 LM1A 1.136 1.856 0.431 0.202 -4.371 Moment arm of the temporalis 1.760 1.434 0.434 0.213 -4.786 Mandibular height 2.016 1.010 0.516 0.215 -4.841 LM2A 1.056 1.942 0.375 0.232 -5.470 Foramen magnum width 3.339 -0.253 0.387 0.232 -5.474 LP3L 1.767 2.419 0.374 0.234 -5.535 LMlWPos 2.187 1.955 0.350 0.239 -5.716 Bulla width 2.939 0.302 0.327 0.241 -5.781 Occipital width 2.488 -0.525 0.315 0.242 -5.803 LMlWAnt 2.269 1.968 0.353 0.244 -5.864 Condyle Width 2.614 2.008 0.447 0.244 -5.879 Cheek tooth row, upper 1.982 0.653 0.273 0.244 -5.880 Cheek tooth row, lower 2.054 0.471 0.359 0.245 -5.885 Facial height (length) 2.299 -0.075 0.532 0.248 -6.003 Foramen magnum area 1.483 0.199 0.277 0.249 -6.015 LP3A 0.893 2.340 0.323 0.249 -6.018 Braincase width 3.086 -1.814 0.551 0.250 -6.070 LP4L 1.935 2.265 0.325 0.251 -6.083 LP4A 0.980 2.192 0.303 0.251 -6.099 LP2L 1.760 2.395 0.506 0.252 -6.118 LM2WPos 1.952 2.109 0.356 0.252 -6.134 LM2WAnt 2.259 1.952 0.419 0.253 -6.169 Temporal chord 3.246 -1.778 0.183 0.255 -6.229 UP3L 1.866 2.326 0.306 0.261 -6.396 UP4L 2.028 2.220 0.313 0.262 -6.438 LM2L 1.957 1.960 0.496 0.263 -6.452 Braincase length 2.792 -1.345 0.288 0.270 -6.678 LP2A 0.844 2.355 0.456 0.272 -6.724 UP3A 0.932 2.138 0.275 0.273 -6.764 UP2W 1.752 2.117 0.384 0.274 -6.783 UP4A 1.015 2.009 0.267 0.277 -6.893 Palate length 2.025 0.388 0.394 0.281 -6.985 UP2A 0.877 2.254 0.422 0.287 -7.170 LP3W 1.704 2.316 0.412 0.296 -7.408 LP4W 1.830 2.205 0.209 0.297 -7.450 Foramen magnum height 2.476 0.754 0.264 0.303 -7.598 UM1A 1.080 1.747 0.399 0.309 -7.743 UP3W 1.782 2.006 0.383 0.309 -7.758 UM1L 2.078 1.875 0.393 0.310 -7.793 UM2WAnt 2.212 1.674 0.398 0.311 -7.813 UP4W 1.964 1.847 0.199 0.311 -7.813 UM2WPos 2.046 1.799 0.397 0.312 -7.826 2008 SEARS ET AL.: ESTIMATING BODY MASS IN NEW WORLD ‘MONKEYS’ 7 TABLE 2 0Continued) Measurement Slope Intercept R2 ESS LnL UM2A 0.955 1.965 0.395 0.313 -7.858 Palate width 1.830 1.034 0.400 0.315 -7.908 UMlWAnt 2.157 1.676 0.378 0.318 -7.998 Masseteric fossa length 1.778 0.544 0.291 0.320 -8.027 Maxillary incisor size 2.476 0.525 0.286 0.322 -8.086 LP2W 1.527 2.373 0.350 0.323 -8.102 UP2L 1.683 2.427 0.353 0.323 -8.118 UM2L 1.677 2.186 0.353 0.331 -8.315 UC1L 1.497 2.293 0.459 0.333 -8.355 UMlWPos 2.130 1.695 0.326 0.344 -8.624 LC1L 1.403 2.527 0.328 0.349 -8.728 UC1W 1.310 2.351 0.296 0.366 -9.116 UI2L 1.900 2.341 0.240 0.381 -9.432 Postorbital constriction 3.056 -1.526 0.234 0.395 -9.720 UI2W 1.584 2.394 0.293 0.418 -10.176 Bulla length 2.383 0.061 0.181 0.425 -10.308 Condyle length 2.493 0.950 0.094 0.430 -10.398 Frontal chord 2.163 -0.202 0.446 0.431 -10.409 LC1W 1.178 2.436 0.188 0.434 -10.469 Vertical face height 1.808 0.683 0.357 0.440 -10.585 Occipital chord 2.033 0.687 0.111 0.456 -10.877 LI2W 1.569 2.340 0.111 0.480 -11.284 UI1L 1.660 2.295 0.059 0.488 -11.407 Parietal chord 2.852 -1.035 0.089 0.499 -11.591 LI1L 1.670 2.692 0.230 0.500 -11.601 LI1W 1.427 2.489 0.141 0.515 -11.847 UI1W 1.417 2.391 0.243 0.535 -12.150 LI2L 1.511 2.663 0.025 0.540 -12.216 Skull vault height 1.723 0.573 0.006 0.558 -12.479 Orbit width 1.791 0.885 0.003 0.610 -13.192 Basal length of pterygoid fossa 0.928 2.093 0.092 0.646 -13.655 higher preservation potential. However, den¬ dental variable by at least 2 LnL units. While tal measurements are generally considered to osteological features include the best predic¬ be less reliable estimators than osteological tors of body mass, they also include the three variables (including measurements of the worst predictors: vault height, orbital width, postcranium) (Gingerich et al., 1982; Dagosto and pterygoid length. Further, a Mann- and Terranova, 1992), potentially reflecting Whitney test (Sokal and Rohlf, 1995) recovers specialized adaptations to unusual diets/food no significant difference in the median rank items or unusual food-processing methods log-likelihood scores across osteological and (Gingerich and Smith, 1984). To test this as¬ dental partitions (U = 656, p > 0.05). Thus, sumption, we partitioned the data into osteo¬ while median log-likelihood for the osteolog¬ logical (both cranium and mandible), and ical variables is slightly higher than that of dental (both upper and lower) splits. dental variables (-6.45 versus -7.60), the Eight of the 10 best predictors in this variance of log-likelihoods for osteological analysis are osteological (table 2): mandibular variables also is higher. Thus, while the best length, pterygoid-zygomatic length, bizygo¬ predictors are osteological, among platyrrhine matic width, moment arm of the masseter, primates osteological characters do not uni¬ skull length, temporal fossa length, moment versally outperform dental ones. arm of the temporalis, and mandibular height. Among dental variables, the best predictor Among these, both mandibular length and of body mass is lower Ml length (table 2), a pterygoid-zygomatic length exceed the best commonly used proxy for body mass in AMERICAN MUSEUM NOVITATES NO. 3617 mammals (Van Valkenburgh, 1990; Janis et population sample for a species. It is therefore al., 1998a, 1998b). Lower Ml area, another difficult to rigorously evaluate sexual dimor¬ commonly used proxy (Gingerich, 1974; phism or other forms of intraspecific variation. Legendre, 1986; Legendre and Roth, 1988; However, large degrees of within-species vari¬ Finarelli and Flynn, 2006), was the next best ation can negatively impact the precision of estimator and was not significantly different prediction allometries. than lower Ml length (LnL difference = More troublesome would be if there were a 0.298). As noted above, the distribution of tendency for the range of variation to increase log-likelihoods for dental variables was less or decrease as a function of body mass (e.g., dispersed than the distribution for osteological Rensch’s rule: Rensch, 1950). To assess this variables. Eight dental measures (as opposed potential impact of intraspecific variation on to two osteological) were within 2 LnL units model estimates for extant Platyrrhini, we of the optimal dental score. However, among calculated the difference between log-trans¬ these, only upper cheek tooth row length was formed maximum and minimum values for the from the upper dentition. A Wilcoxon signed- 17 species, yielding an observed proportional rank test performed on 24 upper/lower pairs range (table 3). This range was not calculated of dental measurements demonstrates that for Brachyteles due to its low sample size. The variables from the lower dentition significant¬ observed intraspecific proportional ranges ly outperform their upper dentition counter¬ average approximately 14% of the total parts as predictors of body mass (W = 160, p observed variation across all taxa. In addition, < 0.05). there is no association between the percentage Thus, regression model likelihoods demon¬ of total range that the proportional range strate: 1) that the single best predictor is represents, and the major variable partitions. mandibular length, and 2) that the lower Mann-Whitney tests (Sokal and Rohlf, 1995) dentition significantly outperforms the upper comparing osteological/dental splits (U = 641, dentition in predicting body mass. Thus, it p > 0.05) and mandibular/cranial splits (U = appears that predictors associated with the 818.5, p > 0.05) were not significant. We also mandible may outperform those of the crani¬ regressed observed proportional range against um among extant platyrrhines. To test this, the species average body mass for each taxon. log-likelihoods were separated into mandibu¬ For each measurement variable, a t-test for lar and cranial partitions, rather than osteo¬ the slope of the regression (Sokal and Rohlf, logical (including the mandible) and dental 1995) was not significant; regression slopes (including both upper and lower) partitions. ranged from -0.073 to 0.066 with a median Median mandibular log-likelihoods were high¬ value of 0.013. Therefore, proportional ranges er than cranial log-likelihoods (-6.12 versus do not vary as a function of species body size. — 7.81), a significant difference (Mann- Whitney test, U = 519, p < 0.05). Body Mass Estimates for Chilecebus Intraspecific variability must be a concern when evaluating evolutionary allometries One of the main objectives in deriving through species mean values. Platyrrhines, morphometric proxies for body mass among and primates in general, are sexually dimorphic extant taxa is to apply the predictive equations (Martin et al., 1994), a feature that leads to a to fossil taxa. Here we apply the body mass range of variance that is discounted when proxies derived above to the fossil platyrrhine averaging over species. When estimating body Chilecebus carrascoensis (Flynn et al., 1995). mass for fossil taxa allometries must use species The only known specimen of this taxon (a skull, averages. Sex identification for fossil mammals SGOPV 3213) lacks the mandible, and ptery¬ generally is not possible, except in rare goid-zygomatic length (the second best predic¬ instances (e.g., Coombs, 1975; Fleagle et al., tor variable) could not be measured. There are, 1980; Krishtalka et al., 1990; Van Valkenburgh however, 46 measurements that can be evaluat¬ and Sacco, 2002). This is due to the fact that ed on this nearly complete skull. Of these, 24 fossil taxa are often known from a limited variables are osteological and 22 dental. 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