2012年，在卢瓦雷发现了一种神秘的raphidia: Venustoraphidia conviventibus Monserrat & Papenberg (Raphidioptera, Raphidiidae)

IF 0.5 4区数学 Q3 MATHEMATICS

Bulletin De La Societe Mathematique De France Pub Date : 2022-03-28 DOI:10.32475/bsef_2227

Pierre Tillier, Julien Fleury, Guilhem Parmain

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引用次数: 1

摘要

在第二世界站卢瓦尔雷发现一种神秘的蛇蝇:Venustoraphidia conviventibus Monserrat & Papenberg, 2012(蛇翅目，蛇翅科)。作者揭露了2012年在法国卢瓦雷省捕获的一只雄性Venustoraphidia conviventibus Monserrat & Papenberg，该物种仅在西班牙巴斯克地区被捕获过一只雄性。讨论并说明了识别标准。两种西欧Venustoraphidia物种的翼柱头长度存在差异:V. conviventibus长，V. nigricollis短(Albarda, 1891)。提出了不同的假说，包括人为输入，以解释该物种在卢瓦尔河谷中心的存在。

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Découverte dans le Loiret de la deuxième station mondiale d’une espèce énigmatique de raphidie : Venustoraphidia conviventibus Monserrat & Papenberg, 2012 (Raphidioptera, Raphidiidae)

Discovery in the Loiret of the second world station of an enigmatic species of snakefly: Venustoraphidia conviventibus Monserrat & Papenberg, 2012 (Raphidioptera, Raphidiidae). Authors expose a recent capture of a male of Venustoraphidia conviventibus Monserrat & Papenberg, 2012, in the Loiret department (France), a species only known by a single male captured in Spain, in the Basque Country. The identification criteria are discussed and illustrated. A difference in the length of the pterostigma exists between the two west- European Venustoraphidia species: long in V. conviventibus, short in V. nigricollis (Albarda, 1891). Different hypotheses, including anthropogenic importation, are presented in order to explain the presence of this species in the Centre-Val de Loire.

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来源期刊

Bulletin De La Societe Mathematique De France 数学-数学

CiteScore

0.90

自引率

0.00%

发文量

审稿时长

>12 weeks

期刊介绍： The Bulletin de la Société Mathématique de France was founded in 1873, and it has published works by some of the most prestigious mathematicians, including for example H. Poincaré, E. Borel, E. Cartan, A. Grothendieck and J. Leray. It continues to be a journal of the highest mathematical quality, using a rigorous refereeing process, as well as a discerning selection procedure. Its editorial board members have diverse specializations in mathematics, ensuring that articles in all areas of mathematics are considered. Promising work by young authors is encouraged.