SEXUAL DIMORPHISM IN THE DEVONIAN TRILOBITE PHACOPS RANiA Thesis for the Degree of M. S. MICHIGAN STATE UNIVERSITY MICHAEL TUCKEY 19-75 IIIIIIIIIIIIIIIIIIIIIIlIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIIII 3 1293 01686 8915 SSSSSS REMOTE STORAGE Q3 PLACE IN RETURN BOX to remove this checkout from your record. TO AVOID FINES return on or before date due. ‘3“ \A (0 THS DATE DUE DATE DUE DATE DUE 2083 BIue 10/13 p:/C|RC/DateDueForms_2013.indd - pg.5 __—r._ ABSTRACT SEXUAL DIMORPHISM IN THE DEVONIAN TRILOBITE PHACOPS RANA BY Michael Tuckey Quantitative analysis of the cephalons of the Devonian trilobites Phacops rana milleri and Phacops rana crassituber~ culata from the Silica shale, Sylvania, Ohio, reveal signi- ficant morphological differences between the two subspecies, and dimorphism within each of the two subspecies character- ized by variation in glabellar and cephalic shape. The dimorphism is interpreted to be sexual in nature with the females having relatively longer and narrower glabellas and cephalons and the males having relatively shorter and wider glabellas and cephalons. SEXUAL DIMORPHISM IN THE DEVONIAN TRILOBITE PHACOPS RANA BY Michael Tuckey A THESIS Submitted to Michigan State University in partial fulfillment of the requirements for the degree of MASTER OF SCIENCE Department of Geology 1975 ACKNOWLEDGMENTS I would like to thank Robert Kesling of the Museum of Paleontology, University of Michigan, and Larry Magrum for —allowing me to use their specimens in this study. I would also like to thank Merritt Enterprises for use of their electronic digitizer. Finally, I would like to thank Alan Holman and Auriel Cross for constructive criticism of the manuscript, and Robert Anstey for the large part he played in the planning and the actual carrying out of this endeavor. ii INTRODUCTION METHOD . ONTOGENY SUBSPECIFIC DIFFERENCES SEXUAL DIMORPHISM CONCLUSION BIBLIOGRAPHY APPENDIX TABLE OF CONTENTS iii Page 19 22 36 38 40 LIST OF TABLES Table Page 1 Eleven potentially sexually dimorphic indicator variables. . . . . . . . . . . . . . . . . . . . 6 2 List of morphological characters measured. x and y coordinates refer to points in Figure 1. HA indicates Fourier harmonic amplitude. PA indicates Fourier harmonic phase angle . . . . . 8 3 Principal components analysis results for first five factors. Variable numbers correspond to variables in Table 2. x deleted variable . . . ll 4 Discriminant function results for ontogenetic clusters in P. rana milleri. Specimen numbers below 300 are from U of M collection. Specimen numbers above 300 are from Magrum collection . . l3 5 DisCriminant function results for ontogenetic clusters in g. rana crassituberculata. Specimen numbers below 300 are from U of M collection. Specimen numbers above 300 are from Magrum collection . . . . . . . . . . . . . . . . . . . l4 6 Discriminant function results for subspecific clusters in P. rana. Specimen numbers below 300 are fromFU of M collection. Specimen numbers above 300 are from Magrum collection . . . . . . 20 7 Discriminant function results for sexually dimor- phic clusters in g. rana milleri. Specimen numbers below 300 are from U of M collection. Specimen numbers above 300 are from Magrum collection . . . . . . . . . . . . . . . . . . . 27 8 Discriminant function results for sexually dimorphic clusters in g. rana crassituberculata. Specimen numbers below 300 are from U of M collec- tion. Specimen numbers above 300 are from Magrum collection . . . . . . . . . . . . . . . . . . . 28 iv Figure LIST OF FIGURES Page Locations of the 18 key points . . . . . . . . 4 Computer drawn histograms revealing ontogenetic distributions of P. rana milleri and P. rana crassituberculata in variables; x10, x13, x14, x15 and x18 . . . . . . . . . . . . . . 9 Graph of mean radius against variable x for g. rana milleri. Measurements are in mieli— meters 0 O O O O O O O O O O O O O O O O O O . 15 Graph of mean radius against variable x for P. rana crassituberculata. Measurement are 'I" r I in milIimeters . . . . . . . . . . . . . . . . l7 Computer drawn histograms revealing sexually dimorphic distributions of g. rana milleri in variables; glabellar shape, cephalic shape, and Fourier harmonic amplitudes 4, 7, 10, 16 and 20 . . . . . . . . . . . . . . . . . . . . 23 Computer drawn histograms revealing sexually dimorphic distributions of g. rana crassituber- culata in variables; glabellar shape, cephalic shape, and Fourier harmonic amplitudes 4, 7, 10, 16 and 20 . . . . . . . . . . . . . . . . . . 25 Extreme males and females of g. rana milleri and P. rana crassituberculata. Milleri male = Epecimen no. 322, milleri female = specimen no. 338, crassituberculata male = specimen no. 403, crassituberculata female = specimen no. 428 . . . . . . . . . . . . . . . . . . . . . 32 The eight "average" trilobites . . . ... . . . 34 INTRODUCTION Sexual dimorphism has been recognized as an important problem in paleontology, and among trilobites it has been commonly inferred. Morphological variations in the cephalon, glabella, libriginae, occipital ring, eye, genal area, pygidium, ornamentation, and hypostome, among others have been attributed to sexual dimorphism in several trilobite species by many authors [Lochman and Hu, 1959, 1962; Hu, 1964, 1971; Wittington, 1963, 1965; Selwood, 1965; Selwood and Burton, 1969; Clarkson, 1966, 1969; Webby, 1973). Often the problem of sexual dimorphism is intertwined with the problem of speciation, or subspeciation, as in this study where it is difficult to tell whether the two groups are different taxa or sexual dimorphs. The trilobite species Phacops rana [Green, 1832] has been divided into several subspecies, two of which, E. rana milleri [Steward, 1927] and P. rana crassituberculata [Stumm, 1953] are morphologically similar and occur together in the Silica Shale (Devonian) at Sylvania, Ohio. The main morphological difference between the two subspecies is in eye structure, with g. r. milleri having more lenses, and a less highly inflated interlensar schlera. Because of their close morphological similarity, and mutual occurence in the Silica Shale, Clarkson [1966] has suggested that the 1 two subspecies may be sexual dimorphs. Eldredge [1971] has argued against sexual dimorphism, stating that E. 5. milleri and g. E; crassituberculata are usually not found together at the same locality (Table 7, Eldredge, 1971). Even within the Silica Shale itself, although P. r. milleri and g. E- crassi- tuberculata are occasionally found together in the same beds, in general, the beds contain only one of the two subspecies, or an overwhelming majority of one of the subspecies over the other [Ehlers, Stumm and Kesling, 1951]. This has also been confirmed through personal communication with Larry Magrum, a hobbyist who has done extensive collecting at the Medusa Portland Cement quarry at Sylvania (1.5 miles north of Silica, SE 1/4, Section 7, T9S, R6E). Furthermore, "the eyes of all small post-larval instars of 2. gang collected from the Silica shale appear to be of the milleri variety" [Eldredge, 1971]. It is also possible that environmental differences play a part in the distribution of the two subspecies, as g. g. milleri is generally found in more argillaceous rocks, while 2. 5. crassituberculata is usually found in more calcareous rocks. This study is designed to clarify the relationship between the two subspecies through extensive quantitative analysis of the cephalons of specimens of g. rana milleri and P. rana crassituberculata from the Silica Shale at Sylvania. Through mathematical techniques including principal components analysis, clustering, and use of the discriminant function, morphological differences both within and between the two subspecies will be analyzed to attempt to find discrete clusters of individuals and thus shed light on the problem of whether P. rana milleri and P. rana crassituberculata are sexual dimorphs, and also to investigate the possibility of sexual dimorphism within the two subspecies. METHO D This study is based on 99 specimens, 40 of which are P. rana milleri and 59 of which are P. rana crassituberculata. All of the specimens represent the holaspid stage of growth. Thirty specimens were obtained from the Museum of Paleontology, University of Michigan, and the remaining 69 specimens were obtained from the collection of Larry Magrum of Toledo, Ohio. The specimens were photographed and the photographic negatives were mounted in slide mounts. By means of an overhead pro- jector, the cephalons were magnified four times and measure- ments were recorded from the drawings of the projected images. Because many of the trilobites used in this study were in an enrolled or incomplete state, only the cephalons were used. Eldredge [1971] listed a number of measurements he made on trilobite cephalons in his study. It was found that if the locations of 18 key points on one side of the trilobite cephalon were known, most of Eldredge's measurements could be duplicated. These 18 key points (Figure l) were then marked on one side of each drawing, either on the right side or left side, depending on which half was more clearly delineated. Drawings on which the 18 points were marked on the left side were reversed to their mirror image to correspond to the right eoooqmmthH P4P #40 12. I-‘ b) O 14. H 01 o 16. 17. 18. 6 7 12 8 13 5 rs - 3 '1 9 17 18 10 3 2 Corner of genal angle Corner of occipital ring Intersection of vertical axis and rear of occipital ring Intersection of vertical axis and occipital furrow Intersection of vertical axis and glabellar furrow Intersection of vertical axis and front of glabellar Intersection of axial furrow and cephalic margin Lower front corner of eye Point on lower eye margin extended farthest to right Upper rear corner of eye Point on upper eye margin extended farthest to right Upper front corner of eye Intersection of axial and palpebral furrows Point on palpebral furrow extended farthest to right Rear edge of axial furrow Front corner of glabellar lobe Rear corner of glabellar lobe Front corner of occipital ring Figure 1. Locations of the 18 key points. half of the cephalon. The coordinates of the 18 points were then plotted, with respect to a common zero point, by means of an electronic digitizer and then punched on computer cards, with a x and y cordinate for each point, thus providing 36 coordinate values. Fourier analysis, a mathematical technique to describe shape quantitatively, has begun to be used in geology, notably by Ehrlich and Weinberg [1970] and their students to measure the shape of sand grains, and Anstey and Delmet [1972; 1973] in measuring the shapes of bryozoan zooecia. In this study, 29 Fourier harmonics were calculated to describe the shape of each cephalon. This was done by plotting the coordinates of 60 equiangular points on the outline of each cephalon by means of the electronic digitizer, and having them punched on com— puter cards. The harmonic coefficients were then calculated by means of the Fourier analysis computer program devised by Ehrlich and Weinberg. Along with the harmonic amplitudes, were calculated 29 harmonic phase angles, measuring the orien- tation of the individual harmonics with respect to the cephalon, and the normalized roughness coefficient [Ehrlich and Weinberg, 1970], measuring the total Fourier deviation from a circle, and the mean radius for each shape. Based on cases of sexual dimorphism described in the literature, eleven potentially sexually dimorphic indicator variables were determined and defined by use of the coordinates of the 18 key points (Table l). Twenty of the phase angles HASH .sm ms-1m\1oasumasco coflunmom whoa Hmuommamnm .HH Hess .sm laxvmst mmmsm oflamgmmo .oa Huma .Dm «vmma .sm “moma .dm cam cmEnooq “mmma .sm ocm swanooq Abxvm\fim>rmmv ommnm seafloooao .m HsmH .sm Aaxvm nuaflz oHHmnmmo .m Head .53 ms zoomed oflamnmwo .5 mmma .couusm 6cm voozamm mere» snags mean Hmuflmflooo .m mmma .couusm cam oooSHmm Amxvm numcma moan Hmuwmflooo .m mmma .coumcwuuflnz m» cowummcoaoum Hmcmo .v Ahma .sm «mwma .coomcfiuuwaz mam rhxv+NAm>Ibhvx nwmcma Hmmcfimflnowq .m Huma .sm lemma .sm Asxcm new“; umaamnmao .N . Hhmm .sm “coma .sm m m .Nme on com amenooq hr m numcma Hmaaonmao .H mocwuommm :ofiumfluommn manowum> moanwfium> Monmowocfl OHSQHOEHU aaamsxmm adamwucwuom cm>mam .H manna were then deemed insignificant because of inordinately high or low values of their vector sums in the sample [Christopher and Waters, 1974], and dropped from use, and seven of the 36 point coordinates were also dropped because five of them lay on the axis and had zero values in all specimens, and two of them were duplicated by the sexually dimorphic indicator variables. It was decided that each of the 29 remaining x and y coordinates be used as an independent variable so that point locations along the width and length of the cephalon could be defined separately. This left a total of 78 variables (Table 2). ONTOGENY Computer drawn histograms (Figure 2) revealed many clearly and slightly bimodal distributions present among several of the variables. It was found that the variables x and the mean radius formed clusters 10' x13' X14' X15' x18' in each of the two subspecies, in which large trilobites were grouped into one cluster and small trilobites were grouped into the other cluster. In SPSS principal components analysis with varimax rotation [Nie, Bent and Hull, 1970], the variables all had extremely high scores on factor one (Table 3), which is interpreted to be the size of growth factor, because the mean radius, a measure of absolute size, expressed its greatest degree of variation along this axis. It is therefore assumed that the bimodality present among those variables is of an ontogenetic nature forming clusters Table 2. List of morphological characters measured. x and y coordinates refer to points in Figure 1. HA indicates Fourier harmonic amplitude. Fourier harmonic phase angle. PA indicates 11. 12. 13. 14. 15. 16. 17. 18. 19. 20. 21. 22. 23. 24. 25. 26. Glabellar length Glabellar width Librigineal length Genal prolongation Occipital ring length Occipital ring length width Cephalic length Cephalic width Glabellar shape Cephalic shape Palpebral lobe position 27. 28. 29. 30. 31. 32. 33. 34. 35. 36. 37. 38. 39. 40. 41-67. 68. 69. 70. 71. 72. 73. 74. 75. 76. 77. 78. HA 2 - 28 Mean radius Normalized roughness coefficient PA PA PA PA PA PA PA PA PA 4 7 11 12 14 15 17 18 21 Figure 2. Computer drawn histograms revealing ontogenetic distributions of g. rana milleri and P. rana cra531tuberculata 1n variables; x10, x13, x14, X15' and X18 ‘9 O. .0, .0... .00 .00... 0‘0. .0- e no. 060 ‘30 .0. DO. .6 .0 O I... 690' '9‘ ICIOOOQ*O ‘00. 0.. X15 X14 x13 P rana milleri 10 .9... 00-OOOOGO ooogoaag O... O... '0... 1‘.‘ ‘ O O .0. Q ‘Q... 90...... 00.... 0' OOOI. .Ofififf O.-. .(vOOOOO Q... 0 of. Q 9 090.. 0.0.9... . 90.0. .4. 90 Q .0 .900 O .00 0‘90... 0.00.. 0.0.9.... .0... 9,000 .0... O... a... 1.5 >< ; 3'. 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L 00060 a La 4.5636001 7 7.0015110 2349.)071222.bc.431116496 .0332713060778533390 145429722124180.572211192096535705 685051917 0.1731738337100011. «1030.7 01.93.42...- 071 31799897 97R.6760.30.10.003100100000110000000000QU0 000000000 IOOOOOOOOOOOOQOOIOIOOOOOOOOIOOOOOOOOOOOO0.00.00.00.00.....OOOOOOOOOOOOOOOOO 0.0.0.... .. one... 0... o 00000000000 OCCOQOOIO 000.000.00.0000.000....0:..ooo-OOOooo—CAIQW-l’& . . .012 34 5 7890123456789012342 789012345678901234.56789012345678 9 123 9 1.2. 3.4.56.789111 x11 x XIX 1 X11122222222223333333 333444 444444455555 55555666666666X6 7777772I7 var 12 of young and old individuals. As to why there seem to be clusters of old and young, rather than a gradient between the two, could be explained either by a biased sample, or by the fact that during growth, trilobites go through a series of molt stages, with discrete jumps from one size to the next. It is possible that a sample may contain a high relative proportion of one or two different instars due to differen— tial preservation, differential collection, or if a large number of trilobites tend to die during the same molt states. In 3. E' milleri, which had 21 older individuals and 19 younger ones, use of the discriminant function using the above variables, confirmed the validity of the ontogenetic clustering (Table 4). In E. r. crassituberculata, which had 36 older trilobites and 23 younger ones, the discriminant function reclassified two individuals into the opposite group (Table 5). Graphs, plotting the mean radius against size of the individual variables show that increase of the individual vari- ables proceeds in a linear fashion with respect to overall growth, and if the overall size, as indicated by the mean radius, is taken to be correlated to a certain extent with age, then the growth of the individual variables has pro- ceeded in a linear fashion throughout ontogeny. Only the graph of variable x is shown (Figures 3 and 4) as the others 10 show the same results and are redundant. Table 4. clusters in P. 13 rana milleri. below 300 are from U of M collection. numbers above 300 are from Magrum collection. Discriminant function results for ontogenetic Specimen numbers Specimen ”AHALANCEIS afieugfies 8.26785 F: 6. 33): 11.96559 P7P, MC. SAHPLF 9!ZE rFAJ Z 1 19 ..57515 2 21 -.79495 320) 3 ..695a4 PnsnaulLlfY a? FHDCA - c .0744) FOR LRUUPSIUN? RANK ‘_uéS 1 -.‘?721 2 -.~1054 3 c.4752? Q 0.51,505 5 w.r7€‘-:o 6 ..JO1P1 7 -,)u$9 E - ”cfioi 9 -.5447S 1: - 5504? 11 . ,fiuzw 12 '.‘)')'o1 1} ..65731 1% c.64’01 1i -.6:3$9 «5 -.A§‘51 17 ..(;o"4‘.-o 1d ..fiob7h :1 0.67729 $3 21 92 75 ?1 25 76 "7 ?% P9 33 l 32 13 34 35 3’: 3 33 3) 4 SFCCND ”RCUP VALUES 1 - F.PS. SPdUIMLN NO. 354 VARIANCE .0068 .0347 AND THO GROUP :1a 313 106 307 336 303 309 103 348 312 502 321 333 313 331 346 310 328 '."”372 9.7: 0'“) h v.7lf‘6L -.)'1“I:‘Q -.7¢nn9 -0 -.Z’p):‘(7 'fir— p" .,‘5h _.759 D .,77434 -.7767C -.Vr.'17\‘v ..7353J -.7fi'1.’(,l:) ..UCPFE'J —.41“vz -,v3‘ 7%; -,43715 '04577“; .5.L".4C1 -.9131U ~.9n349 L 3 6 STD. DEV. .93235 ,couga Sgcowu GRCUP SPECIMEN 3&9 1") 4L. NO. YOUNG CDLE) Z Table 5. clusters in P. IL4 Discriminant function results for ontogenetic rana crassituberculata. Specimen numbers belofi 300 are from U of M collection. Specimen numbers above 300 are from Magrum collection. HLHALLNOBIS DSOUARE= “.366C2 Fl 6. 52l= 9.18523 POP. N0. saanE SIZE menu 2 VAQ 1 3% .33395 2 23 .2533; Die) 2 .3ccau PROBABILITY 0F FQQUR = I .1539) FOR GROUPS ONE AND THO FIPST EQUUP SEcounngOJP FIQSI v7 . RANK vaLUFS . Uta schhaN no. 1 .h0169 216 ? .33601 21. 3 o3q113 2“) k .3*¢4fi :1 s .37wa: 4.5 7 03:7“.8 (2‘11; .1'3‘u . 3 .3é938 235 " “u «‘0 h fimdi 2% '9 .zwts .h 235750 209 $2 .3518? 409 1g .7“;qu (‘29 13 .79111 a} 17 03"...“5.‘ 1% .3! uls 239 :q . {3:53 40, 70 .7'3Q3 242 21 .339}; 4}1 33 .3“Pe3 2»3 73 .’“:“7 a3? ?5 .%>: 3:13.: ‘. 3”") h_,“____ 2,ng7:5__-."_u_- i- i_l_ln, 1L“ ..f?rana__ "____ ...... - 3 .«4/q:9 f‘3 rntlkarc :- ’I 1:3 " 5.} 5 .gEQ. i“. --. g , 7 H 350 'A;,;‘ 312 ‘\’l* U1 J-L‘N"<‘ \')C' \JO‘U‘bLflMh‘ \J ) -.-____. ...._._— ...-_........—-_...——____.—_.—.— .11": . 3U6 --_‘ - _ 2 L n " "4 '_>__ 3.); ‘ ' .‘ .1 " "‘ " _ 327 "" ----__ “"‘“'"— ‘‘‘‘‘ ' 1 2.51;! 1 1 2."2zs 3”” - -- 1 ._..___.--...a_‘5-.1;.-1 --_._.._ --__- i-___.. .. if: in... .-._ -.-__._ __--__-_ ,_. -— 1 3.4"7A‘) 5 ‘ r-“ 307 1 29h4‘: ‘- 0.0-, -- 1 __ 2.é: ;? - - p- - _ 153 - «----- -_- _ -- 1 2.1.2353 ‘ 1!) 3."\:‘!‘£ 327 __ 19 n. l.-- 2,51%:n .- - .-_u“_- 31° 2a ?.aé~:7 §?? 731. P.15 -‘;( ’f‘_) - "' 3.21:4” .-... ..- ,- -7 -7“, ""‘ __..__-_.,-.__-_- ......_-. 22 - -. .. 317 0.. r- l I 3): n’ ' “(4“(1 (.19 ;: i- - a” -. 2.56530 . - . _ __p_- ?5 7.90‘t7 3”* ‘ _. 31‘; 27 ?o1’)!'ul) 3F2 —— I": - 3‘, .3, 1 -. ..- _ i V ' ___-___-___..._--_..._y.-., ?) ’.3;I.4 V“ r._ ' 2' 3:. 2.7) 1 3 Z ,. ”(v.5 3: 2. 3;,3‘; 7, .7 , . 5" ,_,.___u-_q__l_ -_l--_, q. ,. 1’3 2.5 “‘5" 4.)) :5 ?. ~63) 315 2.: - - _. r) . '15", .7' _ _.__, _ .,__., .— __ 31'5 _____-___.__ ___._._..___._, 3» 2.24337 J15 Table 6 . 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(.4 Q. 0:17:300309 _) :- ‘J 79 ' ' _) 2" J5 "\ "3 f) , '\7-" L) V a '. . \lhht‘ib: c¢,-\J«~.\J\1(~'P‘L"‘tt :1 C 'JL-‘(dLl‘Jb-"JL-an ~ ..L‘J ’3 'l"- .\ \1 'n u fir] '.‘:u(-.'u:;~‘L.' v 3 \J \l \l .3557d . -;"a:'F4 . 7977‘ 3a77c 5:079 557:: .3‘;'-‘:";5 . ., . .J4717 ,549d1 .3466? .34305 ,53£?9 33134 2.32017 (:23 240 P.) .\ a-xlucc' bt‘bbsabnr. wounwpunww ‘sN’Jo—‘r 1‘ ,4 0.. 630 (037 L03 -Rranal.. _ -.._ crassamoerculata ————— .___-—.-.__._ __- .— —..- —-— .—-—-————_——- —- —_-. _ _._..—..---———. .. ..— - .- o —— ----_-.-- ---—_— .—- - ---——_.—_-_— ——-—-—- ___ - . —...— - ~.- - -._. _—“-—-__ —.____. _ _ - a... *- -—-.———...--.—.———_- . ,_ ‘— 22 combined with the fact that they are rarely found at the same locality does not support Clarkson's hypothesis of sexual dimorphism. Rather, the data suggest that their recognition as subspecies is tentatively valid, until more is known about the population genetics of these animals. Despite Eldredge's observation concerning eye pattern, the two subspecies are sufficiently distinct at the Sylvania locality to represent two phenetically differentiated populations. SEXUAL DIMORPHI SM Histograms and cluster analysis of the milleri and crassituberculata populations reveal another set of clearly and slightly dimorphic clusters within each of the two sub- species (Figures 5 and 6). This dimorphism is expressed by glabellar shape, cephalic shape, and the amplitudes of the Fourier harmonics 4, 7, 10, 16 and 20. Individuals with high values for glabellar shape, cephalic shape, and harmonic 16, and low values for harmonics 4, 7, 10 and 20 form one cluster (cluster A), and individuals with low values for glabellar shape, cephalic shape, and harmonic 16, and high values for harmonics 4, 7, 10, and 20 form the other cluster (cluster B). In crassituberculata, there were 36 trilobites in cluster A and 23 trilobites in cluster B. In milleri, there were 23 trilobites in cluster A and 17 in cluster B. Use of the discriminant function confirms the validity of dimorphic clusters within both the milleri and crassituber— culata groups (Tables 7 and 8). In principal components 23 Figure 5. Computer drawn histograms revealing sexually dimorphic distributions of g. rana milleri in variables; glabellar shape, cephalic shape, and Fourier harmonic amplitudes 4, 7, 10, 16 and 20. O a G. to. 0.. to. ..o co 0.... ,. 099.- o. 0.0. O O o o o 0 v a. ‘0 .060 0.00-0.01 0.09.0... 0000... 09.09.9" .9... 00.000. .093on a... no... 1’0 O o 0. O Q 9.00... no... 11.00.09.099 loot-Inc. 10.009090... Outionvoo If 0 o 24 0 It ’ 0. tit... * .00. O. 9.01 0“... 0.0.0.0. 6000‘ O a I on. v 0 i o O i o to C... no 0.9000 09* a, 0.9 a- 00-00.. 00' O g iOOoOOO. U! U 0- O- — b ’ O Q: . — ..C __ :2. ~— u o E . U a .0 CO C ..y a D... 0.... '- .. 99' a. Q 0. to 06‘... .0... 0 O. O .c- , W . h o- O _ — .. 0. no. 9“, a loo 0 0.... - 99. m to... ‘0 9‘... v 0:0. 0.. H20 H16 H10 H7 25 Figure 6. Computer drawn histograms revealing sexually dimorphic distributions of B. rana crassituber- culata in variables; glabellar shape, cephalic shape, and Fourier harmonic amplitudes 4, 7, 10, 16 and 20. O. .9 .09. .0. «00¢. .00 O. 0.0 it .0 0.000000 0.9.000 '00.... 0.. O 0.6 O O 0.. ..‘fi.’ 0.0.... ..IOOOOO. 9...... 0.0.0... 0.9.9.9000, 009...... 0.00.90... ..QOCOOOOQOOO ’OOOCOOOfi. .9...... ..OO... 0.. O i a. Q 0.. .QOOO. .09.... 00.0.0009... finQQOQPOO. 0...... 0.0.0.9.... OOOQDOQOOOOQ ..OIOiQOQOOOQ 0.1.9.... 0.0... O... O 0.. 9...... gas... H4 cephalic shape 7P9. glabellar she: 26 P rana c ryassi tuberculata .0 O O .0 9.. O O... 0.0.01... 0.0.00. ’90 O. .0009 0.0.0.0 000.09.! 090.90 .9990. o o .0 .0 O o O on Q0 .0. 0.0 9...... Q. 00'. 00...... fififilfiiiitttt 0. ' ’6'... .000. .000 *9 OOOOOOQQv 0.909.... 0.900 .‘OQPQO to ottfiogooocfi 00...... 0 o. o. to 09 0. Q... o. to 0.00... gone. .0. .0000. ~00 0.0.0.00 a toe. -"f H20 H16 H10 H7 27 Table 7. Discriminant function results for sexually dimor- phic clusters in g. rana milleri. Specimen numbers below 300 are from U of M collection. Specimen numbers above 300 are from Magrum collection. quntznorxs OS“UAP:= 16.39736 - Ft 7. 3Z)= 19.25231 POP. HO. SbHPLE SIZE F.3N 7 ULRIAHPS Z STD. Div. 2 1 23 1.9731!» .C’JCIG .0967?) 2 1T ioS‘O‘Ac‘é 0311*13 01:37:: 0(3) : 1.7TQI: PPOBABILITY CF E;=Fk = ( .3222) F3? GROUPS ONE a»? THO FI?ST 93"? :iCOHD-GPOJP F1??? GQOMQ SECOND 6°ODP Rm!“ “5833‘ an VALU:S mag-gin N0. SPECINFN NO. .0 201;4*..2 " 3 2.1 P:14 333 h 2.372": ’1‘) 5 ?.G'-‘.r.5 325 I 2..)11’0 3')‘. 5 1.9?1’? 'yq r3 1. :‘ '3 255/. 13 1.".31' 1 3|“? 1: 1.) hi? 3.0 1?. 1.“.7'2' 107 15 l.qt1?7 338 1‘: 1-'!”"'- 3:.6 19 1.:3‘1‘s. 350 1% }.QLR;G :00 17 .."*‘.1 ‘1 33). 18 1.71075 349 1.1 lot-71";Et 3110 20 1.33?” 333 ?1 . 1.%4€fi1 103 7'? 10:‘:'L"? 325 7! 1.013’1 316 7“ 1-7ql‘f 312 7‘) 1. Vi“; 313 9; l.t~’hl 3a3 .‘ 1. "'1'. )5 3|)“; (6 3?. X.'~)‘(.‘. 32} :3 1.1‘5'591 JU3 11 1.8%L6? 321 I? 1.'i?u? yw, 7? :.€*EE° 3:. 1.17m“. i012. $5 1.’ir‘$ 332 1.". z.‘ 174.; yy 37 :.a1:aa Sufi 33 1.:7ng 31l 30 1. 11304 322 4.9. 1.2553: 310 ' Table 8. 28 clusters in P. tion. Discriminant;functitulresults for sexually dimorphic rana crassituberculata. _ Specimen numbers below 300 are from U of M collection. ,Specimen numbers above 300 are from Magrum collec- HAdALAhCSIS Usadhdts '7: 7. 51)=_ 3s.53359 POP. NC. SAH’LE c12E PEA? Z 1 36 .4961? 2 73 ,147fi0 ' 3(3) a ..11511 _. PannAaILITY a? rave: = t .0122) F09 LfiUaP. 535 AND 19.%C°1c FIRST WQ“U° SFCCND DEOLP aAuK VALU?S VALUES 1 .ASQCR 2.2:) 2 .‘3'35 (03'. 3 .',9‘;C‘ “ ' 025 ‘ 0‘ 377* in)": s .22... .3. 6 .5614} 23,1 7 .85276 416 3 ,SSF .‘3‘ 429 9 ' ,95'59 222 10 “54“}? (.09 11 .3417“ 424 - 12 .63437 242 1‘ .l331r'.’ 2:7 14 .5275” 237 $5 - ,fi37be 23; 1 .dfi755 a2: 17 -‘2‘34 415 _ . 18 .52'9" “33 19 .‘1139 413 7 ,‘11?37 236 --- 21 .4975? ~ - 232 92 .4Q75! 22; 23 .‘3‘91 (n9 « 24 - .‘Ehbfi- ,.. --. ”a a- -4”- 436 9* .‘61o4 414 ?6 .‘673’ 235 P? .449;0 9L3 2 - - .44~,7 429 27 .42756 200 33 .‘2F67 A36 31 41728 A30 32 .37wai All 33 37550 (OS 34 - - - —033169 - 404 35 012?].7 25.3 ".6 .1374} 405 37 -- --r- -- ,2A71L 33 .2714L ‘9 .2?1‘; 40 m___._-_-- __ _ ..2181)-. 41 .21‘13 42 .2105; 43 --- _. _ -_ r .1975; 4’: .107?L‘ ‘5 .17Tfi4 46 ___ __ _ -_ __ .179?9 ‘7 _1:34. 43 .1501“ 49 _m_-l.__.__-.__.,,__w .1404; l_. 50 .LIKAL 51 .137CL .52 .._......_.. -- _.. - .. 019:1"? 53 .07779 84 .0663t 55 - . .Chrn; so .fi5?74 57 .05P7b 56 .0485c 59 .0021; FERST GPGHD SPLCIHLS so. _n354' Tn’o VARIAMCE 4-. 4-317 (.02 618 230 (“no 216 22 1.12 {.07 235 220 2.5 227 4.33 40 23$ 2J6 2L9 201 423 427 403 228 STE..D Ir' ,C .— ,__.__,_--, SitOND GQSUP SPECIMLN N0. EV. 2. 531a 7452 29 analysis, the variables denoting this bimodality scored high values on factor three and low values on factor one, the size or growth factor (Table 3). Thus these variables depict a bimodality that is independent of ontogeny, but instead depicts various aspects of cephalic and glabellar shape. Sexual dimorphism is often expressed by shape differ- ences in many animals, including trilobites. Hu [1971] found dimorphism in the glabellas and cephalons of 9 species of trilobites, and attributed it to sexual differences. In E species, Hu described the female as having a longer and narrower glabella than the male; in one species, the female was described as having a narrower and more conical glabella; in one species, the female was described as having both a longer and narrower glabella and cephalon; and in one species, the female was described as having a more elongate cranidum. As rationale for these sexual designations, Hu states, "It is the assumption here that the most abundantly represented specimens were males, either having relatively small bodies without special prosopon, or large bodies with strongly modifying prosopon. The less numerous females are large- bodied without special prosopon or small-bodied with slightly modifying prosopon. These morphologic and sexual ratio differences seem to correlate with sexual dimorphism in Recent Arthropoda, such as Insecta, Crustacea, and Merosto- mata" [Hu, 1971]. The dimorphism found in E. r. milleri and E. r. crassituberculata is similar to that found by Hu, in that 30 the individuals in cluster A have relatively longer and narrower glabellas and cephalons than the individuals in cluster B. The individuals in cluster A also had a greater degree of l6—rayed symmetry in their cephalic shape, but a lesser degree of 4, 7, 10 and 20-rayed symmetry, than the individuals in cluster B, as expressed by the bimodality in the Fourier harmonics. Based on similarities with Hu's study, I attribute the dimorphism to be of a sexual nature, with cluster A being the females and cluster B being the males. A possible discrepancy in this judgment is that in each of the subspecies, the females outnumber the males (36 to 23 in crassituberculata and 23 to 17 in milleri). However, judging by the fact that the samples were not random, the sexual ratio may not be too applicable. In terms of actual quantitative shape differences in the glabellas and cephalons, the morphologic differences involved here are subtle. The extreme cases can easily be visually differentiated as being male or female, but with many of the average and gradational individuals it is difficult to determine the sex on a visual basis alone. Figure 7 shows an example of the extreme male and female types of each subspecies. By summing up the coordinates of the 18 points and averaging them out for the group, eight "average" trilobites, each representing its own group, were determined and reconstructed. The eight "average" trilobites are, the average younger milleri female, the average younger milleri male, the average older milleri female, the average older milleri male, the average younger 31 crassituberculata female, the average younger crassituber- culata male, the average older crassituberculata female, and the average older crassituberculata male (Figure 8). These "average" trilobites then, give an indication of the mean differences between sexes throughout ontogeny within both subspecies, and as Figure 8 indicates, the younger individ- uals of each sex are quite similar, while the mature indi- viduals are more clearly sexually dimorphic. This, along with Eldredge's statement about the eyes of all small post- larval instars being of the milleri variety, indicates that, just as in many other animals, the differences between males and females, as well as possible genetic differences, become more pronounced as they reach maturity. A possible explanation as to why sexual dimorphism seems to manifest itself in cephalic and glabellar shape is found in the Treatise on Invertebrate Paleontology, "Barrande, in 1872, described and illustrated a specimen of Barrandia crassa from the Middle Ordovician of Bohemia bearing a mall of tiny ovoid bodies located below the integument of the frontal glabellar lobe. The bodies were regarded as eggs still in place in ovaries below the cephalic exoskeleton." If Barrande's interpreta- tion is correct, the glabellas of the females may be longer and narrower than the glabellas of the males in order to provide space for the ovaries contained within. Figure 7. 32 Extreme males and females of E. rana milleri and B. rana crassituberculata. Milleri male = specimen no. 322, milleri female = specimen no. 338, crassituber- culatafimale = specimen no. 403, crassituberculata female = specimen no. 428. 33 P1 34 Figure 8. The eight "average" trilobites. 36 CONCLUSION The trilobites examined in this study were found to contain four natural clusters in each of the two subspecies. Two of the clusters were ontogenetic, consisting of clusters of younger and older individuals based on size differences. The variables which were found to be most useful in determin- ing the ontogenetic clusters were the mean radius, and the x coordinates of the points 10, l3, 14, 15 and 18 on the ce- phalon. Graphs of mean radius, which could be taken as an indication of age, against size, revealed that growth pro- ceeded at a constant rate rather than exponentially. The second two clusters were independent of the first, and were determined by the glabellar shape, cephalic shape, and Fourier harmonics 4, 7, 10, 16 and 20. These variables are expressive of cephalic and glabellar shape, and one cluster consisted of trilobites with longer and narrower glabellas and cephalons, and the other cluster consisted of trilobites with shorter and wider glabellas and cephalons. These two clusters have been judged to be sexually dimorphic clusters, and, in accordance with previous work done by Hu, the individuals with longer and narrower glabellas and cepha- lons were judged to be females. The two subspecies, g. £222 milleri and g. rana crassituberculata, were found to be morphologically distinct, and differed from each other by a large number of characters other than eye structure. This tentatively confirms the idea that milleri and crassituberculata 37 are valid subspecies, although their differences might be ecophenotypic responses to specific local environments represented as a depositional mosaic in the Sylvania area. BIBLIOGRAPHY BIBLIOGRAPHY Anstey, R. L., and Delmet, D. A.: Genetic Meaning of Zooecial Chamber Shapes in Fossil Bryozoans. Science, 177, 1000-1002, 1972. Anstey, R. L., and Delmet, D. A.: Fourier Analysis of Zooecial Shapes in Fossil Tubular Bryozoans, G. S. A. Bu11.; 84m 1753-1763, 1973. Christopher, R. A., and Waters, J. A.: Fourier Series as a Quantitative Description of Miospore Shape. Jour, Pal., ‘ 48, 697-709, 1974. Clarkson, E. N. K.: Schizochroal eyes and vision of some Silurian Acastid trilobites. Paleontology, 9, 1-29, 1966. Clarkson, E. N. K.: Dimorphism of the Eye in Weberides shunnerensis. Sexual Dimorphism in FossII Metazoa, Int. Union Geol. Sci. 1969. Ehlers, G. M., Stumm, E. C. and Kesling, R. V.: Devonian rocks of southeastern Michigan and northwestern Ohio. Michigan Basin Geol. Soc. Annual Field Trip Guide, 30 pp., 1952. Ehrlich, R. and Weinberg, B.: An exact method for character- ization of grain shape. J. Sediment, Petrology, 40, 205-212. 1970. Eldredge, N.: Morphology and Relationships of the Biospecies Phacops rana (Green, 1832) and Phacops iowensis (Delo, 1935). U.S. Museum of Natural History Memoirs, 1971. Green, J.: A monograph of the trilobites of North America. Philadelphia, 93 pP-, 1832. Hu, C. H.: The Ontogeny and Dimorphism of Wellaraspis Lata. Jour. Pal., 38, 95-97, 1964. Hu, C. H.: Ontogeny and Sexual Dimorphism of Lower Paleozoic Trilobita. Paleont. Amer., 7, 28-155, 1971. Lochman, C. and Wu, C. H.: A Ptychaspis from Idaho. Jour. Pal., 33' 431—441, 19590 38 39 Lochman, C. and Hu, C. H.: An Aphelaspis Faunule from Logan Montana, Jour. Pal. 36, 431-441, 1962. Moore, R. C.: Treatise on Invertebrate Paleontology, Part 0, Arthropoda, p. 101. Nie, Bent, and Hull: SPSS Statistical Package for Social Sciences, 1970. Selwood, E. B.: British Devonian Dechenellid Trilobites. Bull. Br. Mus. Nat. Hist., 10, 319-323, 1965. Selwood, E. B. and Burton, C. J.: Possible Dimorphism in Certain Devonian Phacopids. Sexual Dimorphism in Fossil Metazoa. Int. Union Geol. Sci., 1969. Stewart, G. A.: Fauna of the Silica Shale of Lucas County. Geol. Surv. Ohio, Fourth Series, Bul., 32, 76pp., 1927. Stumm, E. C.: Trilobites of the Devonian Traverse of Michi- gan. Contrib. Mus. Paleont. Univ. Mich. vol 10, no. 6, 1953. Webby, B. D.: Remopleurides and Other Upper Ordovician Trilobites from New South Wales. Paleontology, 16, 445-475, 1973. Whittington, H. B.: Ordovician Trilobites. Bul. Harv. Mus. Comp. Zool., 1963. Whittington, H. B.: Table Head Trilobites. Bull. Harv. Mus. Comp. Zool., 1965. APPENDIX Data printed as follows: Specimen Specimen Specimen Specimen Specimen Specimen Specimen Speciman NOS . NOS. NOS. NOS 0 NOS . Nos. Nos. NOS. 103-354 107-352 302-321 306-344 205-433 209-437 220-440 201-438 thI'U I'U I'U [’6 APPENDIX Specimen no., Eleven potentially dimorphic indi- cator variables in same order as in Table l, Coordinates of the 18 key points, Xl' yl' X2' Y2" ° "X18’ Y18' Fourier Harmonic amplitudes 1-29, Mean radius multiplied by 100, The number 60 which was the number of coordinate points taken to determine the Fourier analysis, Normalized roughness coefficient, and phase angles 1-29. B. rana milleri young females P. rana milleri old females P. rana milleri young males P. rana milleri old males rana crassituberculata young emales rana crassituberculata old females rana crassituberculata young males rana crassituberculata old males 40 OWHComN Homo. 41 NOAVoNN NOHO..J mmflmobm OOmonN chum. mg .QU Cfiocofi «0.30" ”momma h m 00.1“; NAVoOON omen. Hmc C. 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