1939
DOI: 10.1007/bf03042753
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Beiträge zur Keuperfauna von Halberstadt

Abstract: Mit Tafel 16-23 und 7 Abbildungen Einleitung Die Fauna der hOheren Keuperhorizonte von Halberstadt hat kurz vor dem Kriegc wegen ihrcr guten Erhaltung und der stammesgeschichtlichen Bedeutung ihrer Komponenten berechtigtes Aufsehen erregt, hat ja kein Geringerer als OTTO JAEKEL ihre Bergung, Praparation und wissenschaftliche Bearbeitung durchgefUhrt. Weitere systematische Grabungen, die geplant waren, konnten nicht durchgefUhrt werden. Dagegen hat der Direktor des stadtischen Museums in Halberstadt, Herr A. HE… Show more

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Cited by 17 publications
(8 citation statements)
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“…Cyclotosaurus robustus was taken as representative of the genus in the analysis of Schoch (2008), and this taxon was recoded for the present study based on Quenstedt (1850), Schoch and Milner (2000) and personal observations (SMNS 4139, 4935, 5775). Apart from C. robustus and the Bielefeld specimen, the following species of Cyclotosaurus were included for the first time in a phylogenetic analysis and scored based on data from the literature and personal observations: C. mordax (Fraas, 1913; SMNS 13014, 50059, 50063, 51102, 51426, 55112), C. posthumus (Fraas, 1913; SMNS 12988), C. intermedius (Sulej and Majer, 2005), C. ebrachensis (Kuhn, 1932), and C. hemprichi (Kuhn, 1939(Kuhn, , 1942. Further members of the ingroup are Eryosuchus garjainovi (new characters coded after Schoch and Milner, 2000), Kupferzellia (Tatrasuchus) wildi (Schoch, 1997), Procyclotosaurus stantonensis (Schoch and Milner, 2000), Paracyclotosaurus crookshanki (Mukherjee and Sengupta, 1998), Mastodonsaurus giganteus, M. cappelensis (Schoch and Milner, 2000), Eocyclotosaurus wellesi, and Quasicyclotosaurus campi (Schoch, 2000a).…”
Section: Phylogenetic Analysismentioning
confidence: 99%
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“…Cyclotosaurus robustus was taken as representative of the genus in the analysis of Schoch (2008), and this taxon was recoded for the present study based on Quenstedt (1850), Schoch and Milner (2000) and personal observations (SMNS 4139, 4935, 5775). Apart from C. robustus and the Bielefeld specimen, the following species of Cyclotosaurus were included for the first time in a phylogenetic analysis and scored based on data from the literature and personal observations: C. mordax (Fraas, 1913; SMNS 13014, 50059, 50063, 51102, 51426, 55112), C. posthumus (Fraas, 1913; SMNS 12988), C. intermedius (Sulej and Majer, 2005), C. ebrachensis (Kuhn, 1932), and C. hemprichi (Kuhn, 1939(Kuhn, , 1942. Further members of the ingroup are Eryosuchus garjainovi (new characters coded after Schoch and Milner, 2000), Kupferzellia (Tatrasuchus) wildi (Schoch, 1997), Procyclotosaurus stantonensis (Schoch and Milner, 2000), Paracyclotosaurus crookshanki (Mukherjee and Sengupta, 1998), Mastodonsaurus giganteus, M. cappelensis (Schoch and Milner, 2000), Eocyclotosaurus wellesi, and Quasicyclotosaurus campi (Schoch, 2000a).…”
Section: Phylogenetic Analysismentioning
confidence: 99%
“…Both species possess denticles on the palate (Kuhn, 1932;Sulej and Majer, 2005), but C. ebrachensis is characterized by the unique combination of an undivided, ovate anterior palatal vacuity and circular choanae (Kuhn, 1932). These taxa are stratigraphically followed by the middle Norian species C. mordax and C. posthumus (Fraas, 1913), both from southern Germany, and the late Norian C. hemprichi from Halberstadt in central Germany (Kuhn, 1939(Kuhn, , 1942. C. mordax is unique among Cyclotosaurus in bearing two apertures in the anteriormost part of the snout which accommodated the fangs of the lower jaw (Fraas, 1913).…”
Section: Species Assignmentmentioning
confidence: 99%
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“…According to standard methods of statistical mechanics, the average component of the vector r in the direction x is given by z = kT b In Zf/afz (4) with similar expressions for jj and 3. force f, then If f is the scalar magnitude of the r.u = k~a i n z~/ a j (4') where u denotes the unit vector in the direction of the force. (It is important to observe that although r has components transverse to u which individually average to zero, the average scalar distance F must exceed f -u owing to fluctuations in the transverse components.…”
Section: Introductionmentioning
confidence: 99%