Graptolithina

Levisograptus dentatus (Brongniart, 1828)

Synonymy list
1828     Fucoides dentatus — Brongniart, pp. 70, fig. 6:9-12
1865     Diplograptus pristiniformis — Hall, pp. 110, fig. 13:15-17
1875     Diplograptus dentatus — Lapworth, pp. 656, fig. 34:5a-b, d-h
1907     non Diplograptus (Glyptograptus) dentatus — Elles and Wood, pp. 253, fig. 31:4a-d
1931     non Glyptograptus dentatus (Brongniart) mut. — Bulman, pp. 55, fig. 6:7-11; 8:1,2; text fig 25
1936     non Glyptograptus dentatus-teretiusculus transient Bulman pars — Bulman, pp. 57, fig. 3:1-4; 4:1-3; text fig.22-23
1936     non Glyptograptus dentatus-teretiusculus transient Bulman pars — Bulman, pp. 57, fig. 3:8-11
1945     Diplograptus (Glyptograptus) dentatus — Waterlot, pp. 404, fig. 68:30; 69:1-8
1954     Glyptograptus dentatus — Keller, pp. 71, fig. 4:11
1960     Glyptograptus aff. tertiusculus (Hisinger) — Jaanusson, pp. 341-342
1960     non Glyptograptus dentatus (Brongniart) — Obut, pp. 153, fig. 5:3-3a
1962     non Glyptograptus dentatus (Brongniart) — Mu et al., pp. 102, fig. 23:1-2
1963     Glyptograptus dentatus (Brongniart) — Bulman, pp. 673, fig. 96:1-2, text fig 4a
1963     non Glyptograptus dentatus (Brongniart) — Bulman, pp. 673, fig. 96:3a-b; text fig. 1, 4d
1965     non Glyptograptus dentatus (Brongniart, 1828) — Skevington, pp. 55-56, fig. 60-61
1970     non Glyptograptus dentatus (Brongniart) — Skevington, pp. 410, fig. 3a-e
1982     non Glyptograptus dentatus (Brongniart, 1828) — Ulst et al., pp. 137
1987     non Eoglyptograptus dentatus (Brongniart) sensu Bulman — Mitchell, pp. 359, fig. 3I-J
1992     non Eoglyptograptus dentatus — Mitchell, fig. 3C-D
1997     Undulograptus dentatus (Brogniart) — Maletz, fig. 7e
2011     Levisograptus dentatus (Brongniart, 1828) — Maletz, pp. 857, fig. 1C, 2I, 3, 4F, 5, 6C-E
Selection of related publications
Maletz, J. 2011. The identity of the Ordovician (Darriwillian) graptolite Fucoides dentatus Brogniart, 1828. Palaeontology 54, 4, 851-865. DOI:10.1111/j.1475-4983.2011.01068.x
References based on distribution