Naturae - Publications scientifiques du Muséum national d’Histoire naturelle, Paris, ces 365 derniers jours

Retrouvez tous les fascicules du périodique Naturae sur le site des Publications scientifiques du Muséum national d’Histoire naturelle, Paris



vendredi 28 juin 2019

  • Deux nouveaux signalements dans le genre Tortella (Pottiaceae, Bryophyta) pour l’Amérique du Sud
    Novelties on Tortella (Pottiaceae, Bryophyta) from South America

    Lors de récentes excursions botaniques en Amérique du Sud (Uruguay et Paraguay), Tortella fruchartii (Müll.Hal.) R. H. Zander et T. lilliputana (Müll.Hal. ex G.Roth) R. H.

    During recent botanical surveys undertaken in South America (Uruguay and Paraguay) some of the samples collected were identified as Tortella fruchartii (Müll. Hal.) R. H. Zander and T. lilliputana (Müll. Hal. ex G. Roth) R. H.


vendredi 21 juin 2019

  • Les nouveaux facteurs d'impact
    Les nouveaux facteurs d'impact

    Nous sommes fiers de vous communiquer les nouveaux facteurs d'impact des revues du Muséum pour l'année 2018. L'équipe des périodiques – et des publications en général – est bien évidemment très contente de ces résultats, qui valident les efforts investis depuis plusieurs années dans les journaux scientifiques du Muséum.

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


jeudi 20 juin 2019

  • Les serpents dipsadidés fossiles des îles de Guadeloupe (Antilles françaises) et leurs interactions avec les populations humaines du passé
    Fossil dipsadid snakes from the Guadeloupe Islands (French West-Indies) and their interactions with past human populations

    Les serpents de la famille des Dipsadidae Bonaparte, 1838 sont encore présents sur de nombreuses îles des Petites Antilles bien qu’ayant été, comme de nombreux squamates dans le monde, fortement impactés par les perturbations anthropiques actuelle

    Snakes of the family Dipsadidae Bonaparte, 1838 still occur on most of the Lesser Antillean islands, although they have been strongly impacted by modern and historical anthropogenic disturbances as it has been demonstrated for many squamate taxa w


mercredi 19 juin 2019

mardi 18 juin 2019

mercredi 12 juin 2019

mercredi 5 juin 2019

lundi 3 juin 2019

  • Phylogéographie de Neritina stumpffi Boettger, 1890 et Neritina canalis Sowerby, 1825 (Gastropoda, Cycloneritida, Neritidae)
    Phylogeography of Neritina stumpffi Boettger, 1890 and Neritina canalis Sowerby, 1825 (Gastropoda, Cycloneritida, Neritidae)

    La structuration génétique des populations de Neritina stumpffi Boettger, 1890 dans l’Indo-Pacifique et celle de Neritina canalis Sowerby, 1825 dans l’océan Pacifique, ont été étudiées par l’analyse de séquences partielles du gène mi

    The population genetic structure of Neritina stumpffi Boettger, 1890 in the Indo-Pacific and Neritina canalis Sowerby, 1825 in the Pacific Ocean were investigated using a fragment of the mitochondrial COI gene.


  • Trois nouvelles espèces de Begonia sect. Erminea (Begoniaceae) du nord-est de Madagascar
    Three new species of Begonia sect. Erminea (Begoniaceae) from north-east Madagascar

    Trois nouvelles espèces de Begonia de la section Erminea A.DC. du nord-est de Madagascar sont décrites et illustrées.

    Three new species of Begonia section Erminea A.DC. from north-east Madagascar are described and illustrated. They share a tuberous habit, four tepaled male flowers and six tepaled female flowers, which are typical of that section.


mercredi 29 mai 2019

  • Catalogue des types de la collection de phasmes du Muséum national d’Histoire naturelle de Paris (Insecta, Phasmatodea)
    Catalogue of the types of the Phasmid collection of the Muséum national d’Histoire naturelle de Paris (Insecta, Phasmatodea)

    Cet article propose la liste commentée des 824 spécimens types de la collection de phasmes du ­Muséum national d’Histoire naturelle de Paris, correspondant à 319 espèces (dont  287 sont considérées comme étant actuellement valides).

    This paper provides the commented list of the 824 type specimens of stick-insects of the collection of the Muséum national d’Histoire naturelle of Paris, corresponding to 319 species (including 287 currently valid species).

jeudi 23 mai 2019

mardi 21 mai 2019

  • Bryophytes associés aux termitières dans les hauts plateaux du nord-est du Nigéria
    Bryophytes associated with termite mounds on the northeastern Nigerian highlands

    La présence de bryophytes a été étudiée sur dix-huit termitières sur une étendue de prairies continuellement broutées et brûlées sur le plateau Mambilla, dans l’est du Nigéria. Des tapis de bryophytes étaient présents sur toutes sauf une.

    Eighteen termite mounds on a stretch of undulating continuously grazed and burnt grasslands on the Mambilla Plateau, Eastern Nigeria, were surveyed for bryophytes. Bryophyte mats were present on all mounds investigated except one.


jeudi 16 mai 2019

mercredi 15 mai 2019

  • Les Coléoptères saproxyliques de France
    Catalogue écologique illustré
    Les Coléoptères saproxyliques de France
    Catalogue écologique illustré
    Patrimoines naturels
    Numéro du tome: 
    79
    fr

    Le quart de la biodiversité forestière est « saproxylique » (associée au bois mort et aux micro-­habitats portés par les [vieux] arbres).


vendredi 10 mai 2019

jeudi 9 mai 2019

  • Une envie de fruits ? – Étude de l’écologie des Moschidae (Mammalia, Ruminantia) du Miocène moyen
    Hungry for fruit? – A case study on the ecology of middle Miocene Moschidae (Mammalia, Ruminantia)

    Cette étude révèle les plus anciens Moschidae ayant un régime alimentaire en fruits. La méso- et la micro-usure dentaire de Micromeryx flourensianus Lartet, 1851 et M.?

    This study reveals the oldest fruit enriched diet in Moschidae so far. It deals with tooth meso- and microwear of Micromeryx flourensianus Lartet, 1851 and M.?


mardi 7 mai 2019

lundi 6 mai 2019

  • Additions au genre Vepris Comm. ex A.Juss. (Rutaceae-Toddalieae) au Cameroun
    Additions to the genus Vepris Comm. ex A.Juss. (Rutaceae-Toddalieae) in Cameroon

    Vepris mbamensis Onana, sp. nov., qui présente des pétiolules renflés, est reconnue distincte des autres espèces connues de Vepris Comm. ex A.Juss. en Afrique après étude du matériel africain du genre.

    Vepris mbamensis Onana, sp. nov. with its swollen (pulvinate) petiolules is recognized as distinct from all other known species of Vepris in Africa, after study of the African material of the genus.


vendredi 3 mai 2019

jeudi 25 avril 2019

  • Évaluation des crustacés décapodes fossiles du Miocène moyen-supérieur des 'Faluns' (Anjou-Touraine, France)
    An appraisal of the Middle-Late Miocene fossil decapod crustaceans of the 'Faluns' (Anjou-Touraine, France)

    Une présentation détaillée d’une série de crustacés décapodes provenant de différents affleurements des faluns du Miocène moyen-supérieur de l’Anjou-Touraine (ouest de la France) est présentée dans cet article.

    A detailed report of the decapod crustaceans discovered in the Middle-Late Miocene outcrops of the ‘Faluns’ of Anjou-Touraine (West of France) is here presented. The Couffon’s compendium (1908) is reviewed, and the systematics updated.


mercredi 24 avril 2019

  • Une phylogénie stable pour les Dactylosporaceae
    A stable phylogeny for Dactylosporaceae

    La famille des ascomycètes apothéciales, les Dactylosporaceae, comprend des saprobes et des champignons lichénicoles. Dans des études récentes, la position phylogénétique de cette famille était instable dans le sous-phylum Pezizomycotina.

    The apothecial ascomycete family Dactylosporaceae includes saprobes and lichenicolous fungi. In recent studies, the phylogenetic position of this family was unstable within the subphylum Pezizomycotina.


mardi 23 avril 2019

  • Inventaire des fourmis arboricoles (Hymenoptera, Formicidae) du Mitaraka, Guyane
    Tree-dwelling ant survey (Hymenoptera, Formicidae) in Mitaraka, French Guiana

    Les fourmis constituent une part substantielle de la biomasse d’arthropodes dans les forêts tropicales humides.

    Ants constitute a substantial part of the arthropod biomass in rainforests. Most studies have focused on ground-dwelling ants, which constitute almost half of the diversity of the ant assemblage.


lundi 15 avril 2019

  • Révision de Sinonereis Wu & Sun, 1979 (Annelida: Nereididae)
    Revision of Sinonereis Wu & Sun, 1979 (Annelida: Nereididae)

    Le genre Sinonereis Wu & Sun, 1979 et l’espèce Sinonereis heteropoda Wu & Sun, 1979 ont été décrits des eaux chinoises, seulement à partir de spécimens épitoques avec des cirres dorsaux modifiés sur les sétigères 5-7 et avec

    The genus Sinonereis Wu & Sun, 1979 and the species Sinonereis heteropoda Wu & Sun, 1979 were described from Chinese waters, based on only epitokous specimens with modified dorsal cirri in chaetigers 5-7 and bare pharynx.


vendredi 12 avril 2019

  • Des chèvres de bât au Moyen-Orient néolithique
    Pack goats in the Neolithic Middle East

    Cet article avance les hypothèses que les moutons (Ovis aries Linnaeus, 1758) et les chèvres (Capra hircus Linnaeus, 1758), dans le Moyen-Orient néolithique, étaient régulièrement utilisés comme bêtes de somme et étaient domestiq

    This article advances the hypotheses that sheep (Ovis aries Linnaeus, 1758) and goats (Capra hircus Linnaeus, 1758) in the Neolithic Middle East were employed regularly as pack animals and were domesticated to serve as pack anima


jeudi 11 avril 2019

mercredi 10 avril 2019

  • Sur une collection de bryophytes des Îles maltaises
    On a bryophyte collection from the Maltese Islands

    Lors d’une récente excursion dans les Îles maltaises Malte et Gozi en janvier 2018, quelques 200 bryophytes ont été collectés, soit une espèce d’anthocérotes, 14 d’hépatiques et 49 de mousses.

    During a recent visit of the Maltese Islands Malta and Gozo in January 2018, some 200 collections of bryophytes have been done representing one species of hornworts, 14 species of liverworts and 49 species of mosses, among these six first records


mercredi 3 avril 2019

  • Deux espèces et une combinaison nouvelles dans le genre Pauridiantha Hook.f. (Rubiaceae) en Afrique tropicale
    Two new species and a new combination in the genus Pauridiantha Hook.f. (Rubiaceae) from tropical Africa

    L’étude morphologique du genre monospécifique Rhipidantha Bremek., de Tanzanie, montre la nécessité de le réunir à Pauridiantha Hook.f. ; une nouvelle combinaison, Pauridiantha chlorantha (K.Schum.) Ntore & O.Lachenaud, co

    A morphological study of the monospecific genus Rhipidantha Bremek. from Tanzania leads to its inclusion in Pauridiantha Hook.f.; a new combination, Pauridiantha chlorantha (K.Schum.) Ntore & O.Lachenaud, sp.


  • DNA barcoding sheds light on novel records in the Tunisian red algal flora
    DNA barcoding sheds light on novel records in the Tunisian red algal flora

    La Tunisie occupe une place clé dans la mer Méditerranée, car elle constitue une zone de transition entre les bassins orientaux et occidentaux et bénéficie ainsi d’une riche diversité d’habitats.

    Tunisia is located at a key position in the Mediterranean Sea where it constitutes a transitional area between the eastern and western basins benefitting from rich habitat diversity.


vendredi 29 mars 2019

  • Les poissons des monts Mitaraka (Guyane)
    Fishes of the Mitaraka Mountains (French Guiana)

    L’expédition « Notre planète revisitée » a permis d’inventorier les poissons des cours d’eau des monts Mitaraka (Guyane).

    The “Our planet reviewed” expedition allowed to investigate the fish fauna from the Mitaraka Mountain Range (French Guiana).


mercredi 27 mars 2019

vendredi 22 mars 2019

mardi 19 mars 2019

  • Nouveautés pour la bryoflore de Croatie
    New and noteworthy bryophyte records from Croatia

    Lors d’excursions (2011-2017) dans toute la Croatie, huit mousses ont été trouvées pour la première fois : Conardia compacta (Drumm. ex Müll. Hal.) H.

    Within the course of a recent, extensive bryophyte survey across the whole country, eight moss taxa have been recorded for the first time in Croatia: Conardia compacta (Drumm. ex Müll. Hal.) H.


vendredi 15 mars 2019

  • Les Carnivora et les Hyaenodonta du Miocène moyen de Fort Ternan, Kenya occidental
    Middle Miocene Carnivora and Hyaenodonta from Fort Ternan, western Kenya

    Le site Miocène moyen (c. 13.7-13.8 Ma) de Fort Ternan est célèbre en raison de la présence de Kenyapithecus wickeri Leakey, 1962, premier hominoïde africain.

    Fort Ternan is a middle Miocene (c. 13.7-13.8 Ma) site famous for its fossils of Kenyapithecus wickeri Leakey, 1962, considered the earliest African hominoid.


mardi 12 mars 2019

vendredi 8 mars 2019

  • Révision des Bursidae fossiles et leur utilisation dans la calibration des phylogénies
    A review of fossil Bursidae and their use for phylogeny calibration

    Les Bursidae Thiele, 1925 sont un groupe de Tonnoidea (Mollusca: Gastropoda) actuels modérément diversifiés possédant un registre fossile assez important. Dans ce travail nous faisons la revue de la totalité du registre fossile de la famille.

    Bursidae Thiele, 1925 is a moderately diverse group of extant tonnoidean gastropods with a significant fossil record. We review the fossil record of the family.


jeudi 7 mars 2019

mardi 5 mars 2019

lundi 4 mars 2019

vendredi 1er mars 2019

lundi 25 février 2019

  • Les mantes (Dictyoptera, Mantodea) du massif du Mitaraka (Guyane)
    Mantids (Dictyoptera, Mantodea) from Mitaraka (French Guiana)

    Après un aperçu de l’historique des connaissances relatives aux mantes de la Guyane qui se montent actuellement aux environs de 90 espèces, les récoltes effectuées en 2015 dans le massif du Mitaraka sont inventoriées, avec 36 espèces dont une décr

    After a brief historical review of the knowledge of mantids from French Guiana, currently amounting to about 90 species, the specimens collected in 2015 in the Mitaraka massif are checklisted, with 36 species, one of which described as new.


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