-
Dicaelotus rufipes (F?rster, 1903) valid
- taxon id: 52942
- catalog nub: HS_37762
- 分类系统: 姬蜂亚科 Ichneumoninae
- 阶元:种
- 状态: valid
- 已发表: 是
- 灭绝: 否
- original placement: 否
- original name:Holocrepis rufipes F?rster, 1903
- 格式: animal
- 作者: F?rster
- year: 1903
- source: Taxapad Ichneumonoidea in Species 2000 & ITIS Catalogue of Life: 2019
- url: http://www.catalogueoflife.org/annual-checklist/2019/details/species/id/c435b4f75630bc355d2904cee71b085d
- 创建时间: 2021-12-24 13:24
- create by: zxmlmq (admin)
pictures
载入中...
分类信息
- 界: Animalia | 动物界
- 门: Arthropoda | 节肢动物门
- 纲: Insecta | 昆虫纲
- 目: Hymenoptera | 膜翅目
- 亚目: Apocrita | 细腰亚目
- 总科: Ichneumonoidea | 姬蜂总科
- 科: Ichneumonidae | 姬蜂科
- 亚科: Ichneumoninae | 姬蜂亚科
- 族: Phaeogenini | 厚唇姬蜂族
- 属: Dicaelotus Wesmael, 1845 | 双雕姬蜂属
- 亚属: Dicaelotus (dicaelotus) Wesmael, 1845
- 种: Dicaelotus rufipes (F?rster, 1903)
-
tree:
description
ORIGINAL NAME
Holocrepis rufipes
COMBINATION HISTORY
Dicaelotus (Dicaelotus) (Yu and Horstmann, 1997)
TAXONOMY
catalogue (Yu and Horstmann, 1997)
description (Perkins, 1962)
original description (Schmiedeknecht, 1903)
TYPE
Germany (Schmiedeknecht, 1903)
TYPE OF
Holocrepis (Perkins, 1962)
COUNTRY
Germany (Schmiedeknecht, 1903)
reference
- Perkins, J.F, 1962. On the type species of Förster's genera (Hymenoptera: Ichneumonidae). Bulletin of the British Museum Natural History. 1:385-483
- Schmiedeknecht, O, 1903. Opuscula Ichneumonologica. I. Band. (Fasc. II-IV.) Bestimmungstabelle der paläarktischen Arten der Gattung Ichneumon. Bestimmungstabelle und Beschreibungen weiter Gattungen der Ichneumoninae. Blankenburg in Thüringen
- Yu, D.S. and Horstmann, K, 1997. A catalogue of world Ichneumonidae (Hymenoptera). Memoirs of the American Entomological Institute. 58:1558
资源
| media id | 名称 | type | description | 创建时间 | 操作 |
|---|---|---|---|---|---|
| 0 | 1 | 2 | 3 | 4 | 5 |
生物学记录
| occurrence id | catalog nub | type | 省/行政区 | city | 地点 | 科 | 种 | 采集人 | event time | 容器 | 入口 |
|---|---|---|---|---|---|---|---|---|---|---|---|
| 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 |