Fourier analysis applied to Stephanomys (Rodentia, Muridae) molars: nonprogressive evolutionary pattern in a gradual lineage

-Size and shape are analyzed for Pliocene lineages of the rodent genus Stephanomys Schaub 1938. Previous phylogenetic studies were based mainly on size variation and descriptive comparisons, without any attempt to quantify shape changes. Hence, on the basis of regular size increase, Stephanomys has been considered a prime example of phyletic gradualism. In order to quantify morphological variation within the lineage, a method for analyzing complex outlines, the elliptic Fourier transform, was applied to tooth contour (upper and lower first molars). It was then possible to compare evolution in size, estimated by tooth area, as well as evolution of shape, represented by Fourier coefficients. While size seems to change gradually through time, morphology gives a rather discontinuous evolutionary pattern for both the upper and lower molar. Such a discrepancy between the evolution of size and shape of a single structure suggests that different genetic determinisms and mechanical constraints may act on size and shape. Hence it may be misleading to infer generalized evolutionary processes from either size or shape alone. S. Renaud, J. Michaux, J-J Jaeger, and J.-C. Auffray. Institut des Sciences de l'Evolution, CC064, Universite Montpellier II, 34095 Montpellier Cedex 05, France Accepted: October 18, 1995

[1]  A. Cheetham Tempo of evolution in a Neogene bryozoan: are trends in single morphologic characters misleading? , 1987, Paleobiology.

[2]  Javier Esteban Aenlle,et al.  Révision des populations de Mimomys de petite taille (Rodentia, Mammalia) du Pliocène supérieur d’Europe sud-occidentale , 1991 .

[3]  The effect of replicated selection for body weight in mice on vertebral shape. , 1988, Genetical research.

[4]  B. Charlesworth Some quantitative methods for studying evolutionary patterns in single characters , 1984, Paleobiology.

[5]  Charles R. Giardina,et al.  Elliptic Fourier features of a closed contour , 1982, Comput. Graph. Image Process..

[6]  A. Hallam How rare is phyletic gradualism and what is its evolutionary significance? Evidence from Jurassic bivalves , 1978, Paleobiology.

[7]  F. Rohlf,et al.  A revolution morphometrics. , 1993, Trends in ecology & evolution.

[8]  G. Estabrook,et al.  Testing for equality of rates of evolution , 1987, Paleobiology.

[9]  F. Rohlf,et al.  A COMPARISON OF FOURIER METHODS FOR THE DESCRIPTION OF WING SHAPE IN MOSQUITOES (DIPTERA: CULICIDAE) , 1984 .

[10]  W. Wheeler,et al.  Insect homeotic transformation , 1994, Nature.

[11]  S. Stearns Comparative and experimental approachesto the evolutionary ecology of development , 1989 .

[12]  P. Gingerich,et al.  Rates of evolution in the dentition of early Eocene Cantius: comparison of size and shape , 1994, Paleobiology.

[13]  A. Cheetham Tempo of evolution in a Neogene bryozoan: rates of morphologic change within and across species boundaries , 1986, Paleobiology.

[14]  Makoto Nagao,et al.  A structural analyzer for regularly arranged textures , 1982, Comput. Graph. Image Process..

[15]  N. Eldredge,et al.  Punctuated equilibrium comes of age , 1993, Nature.

[16]  D. Schlitter Misonne, X. African and Indo-Australian Muridae: Evolutionary Trends. Musee Royal de L'Afrique Centrale, Tervuren, Belgique. Annales, Serie In-8°, Sciences Zoologiques, 172:1–219 , 1973 .

[17]  P. Gingerich Evolution and the fossil record: patterns, rates, and processes , 1987 .

[18]  L. Leamy,et al.  Morphometric studies in inbred and hybrid house mice. Heterosis, homeostasis and heritability of size and shape , 1984 .