Hyptiotes cavatus (Hentz, 1847)
Dean, David Allen, 2016, Catalogue of Texas spiders, ZooKeys 570, pp. 1-703 : 425
publication ID |
https://dx.doi.org/10.3897/zookeys.570.6095 |
publication LSID |
lsid:zoobank.org:pub:CE0DA439-F6F6-4DCF-8225-5700A3C50098 |
persistent identifier |
https://treatment.plazi.org/id/30D64DF3-A292-DF8F-C92D-E6FD407EAAF0 |
treatment provided by |
ZooKeys by Pensoft (2016-03-04 07:26:18, last updated 2022-11-11 10:32:46) |
scientific name |
Hyptiotes cavatus (Hentz, 1847) |
status |
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Hyptiotes cavatus (Hentz, 1847)
Hyptiotes cavatus Dondale et al. 2003: 36, mf, desc. (figs 19-24); Gertsch and Mulaik 1940: 334; Jackman 1997: 47, desc., 170; Kaston 1972: 76, desc. (fig. 172); Kaston 1978: 77, desc. (fig. 190); Muma and Gertsch 1964: 13, mf, desc. (figs 6-11, 13-17); Vogel 1970b: 28
Distribution.
East Texas; Panola, San Augustine, Travis, Tyler
Caves.
Travis (Dobie Shelter)
Habitat.
(landscape features: cave)
Type.
Alabama
Etymology.
Latin, caves
Collection.
TMM
Dondale, CD, Redner, JH, Paquin, P, Levi, HW, 2003. The insects and arachnids of Canada. Part 23. The orb-weaving spiders of Canada and Alaska (Araneae: Uloboridae, Tetragnathidae, Araneidae, Theridiosomatidae). NRC Research Press, Ottawa, Canada, 371 pp.
Gertsch, WJ, Mulaik, S, 1940. The spiders of Texas I. Bulletin of the American Museum of Natural History 77: 307-340.
Jackman, JA, 1997. A field guide to spiders and scorpions of Texas. Texas Monthly Field Guide Series, Gulf Publishing Company, Houston, Texas, 201 pp.
Kaston, BJ, 1972. How to know the spiders, second edition, Dubuque, Iowa, 289 pp.
Kaston, BJ, 1978. How to know the spiders, third edition, William C. Brown Company, Publishers, Dubuque, Iowa, 272 pp.
Muma, MH, Gertsch, WJ, 1964. The spider family Uloboridae in North America north of Mexico. American Museum Novitates 2196: 1-43.
Vogel, BR, 1970b. Bibliography of Texas Spiders. Armadillo Papers 2: 1-36.
No known copyright restrictions apply. See Agosti, D., Egloff, W., 2009. Taxonomic information exchange and copyright: the Plazi approach. BMC Research Notes 2009, 2:53 for further explanation.
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