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Systematic and zoogeographic study on the family Salticidae (Araneae) from Viet-Nam
In a zoogeographical aspect the Vietnamese Salticid fauna has an Oriental character with some admixtures of East-Palaearctic elements and single pantropical, Ethiopian and Anstralian species.
Salticidae (Arachnida: Araneae) from Oriental, Australian and Pacific Regions, VII. Paraplatoides and Grayenulla—new genera from Australia and New Caledonia
Genera Grayenulla from Australia and Paraplatoides from Australian and New Caledonia are diagnosed, described and illustrated and details of terminology are presented for each genus separately.
The jumping spiders from Xishuangbanna, Yunnan, China (Araneae, Salticidae)
Twenty one jumping spider species from South Yunnan are reported, diagnosed, described and illustrated; 19 of them are described as new, including Bavia capistrata (C.L. Koch, 1846) and Phintella suavisoides Lei & Peng, 2013 are described for the first time.
Salticidae (Arachnida : Araneae) of the Oriental, Australian and Pacific regions. X.* Genera Afraflacilla Berland & Millot 1941 and Evarcha Simon 1902
Afraflacilla is reinstated and newly recorded from Australia and Papua New Guinea, and Habrocestum flavipes Keyserling is synonymised with Evarcha infrastriata (Keyserling), which is reported from Australia for the first time.
Generalized Tonnetz and Well-Formed GTS: A Scale Theory Inspired by the Neo-Riemannians
The paper connects two notions originating from different branches of the recent mathematical music theory: the neo-Riemannian Tonnetz and the property of well-formedness from the theory of the
Salticidae arachnida araneae of oriental australian and pacific regions viii. a new genus from australia
Zehrap/atl's gen. novo is described. If.jractil'illata Simon 1909 is designated the type species and redescribed thus If. Facti,'illata Simon = Z. Facti,'illata (Simon 19(9) comb. novo I/%p/an's
Multimedia platform for mathematics’ interactive learning accessible to blind people
The developed method used for creating interactive steps of decomposed math’s exercise solution and alternative description of math formulas accessible for the blind is presented.