نتایج جستجو برای: yui
تعداد نتایج: 63 فیلتر نتایج به سال:
Five new eyed species of Sinella from China, respectively with 3, 3, 2, 1, 1 ommatidia on each side, are described here: S. longisensilla sp. nov., S. yui sp. nov., S. pseudobrowni sp. nov., S. sacellum sp. nov. and S. gracilis sp. nov. Clypeal chaetae and chaetae along cephalic groove exhibit differences among these species and could be used to distinguish species in Sinella and Coecobrya. A k...
Motivated by a conjecture of Lian and Yau concerning the mirror map in string theory [LY1, ICMP], we determine when the mirror map qseries of certain elliptic curve and K3 surface families are Hauptmoduln (genus zero modular functions). Our geometric criterion for modularity characterizes orbifold uniformization properties of their Picard-Fuchs equations, effectively demystifying the mirror-moo...
Authors: Chen-Pin Wang, Donna M Lehman, Yui-Wing F Lam, John G Kuhn, Devalingam Mahalingam, Steven Weitman, Carlos Lorenzo, John R Downs, Elizabeth A Stuart, Javier Hernandez, Ian M Thompson, Amelie G Ramirez Department of Epidemiology and Biostatistics, University of Texas Health Science Center San Antonio; Department of Cellular and Structural Biology, University of Texas Health Science Cente...
This paper is concerned with the construction of extremal elliptic K3 surfaces. It gives a complete treatment of those fibrations which can be derived from rational elliptic surfaces by easy manipulations of their Weierstrass equations. In particular, this approach enables us to find explicit equations for 38 semi-stable extremal elliptic K3 fibrations, 32 of which are indeed defined over Q. Th...
This paper intends to give a mathematical explanation for results on the zeta-function of some families of varieties recently obtained in the context of Mirror Symmetry [4], [9]. In doing so, we obtain concrete and explicit examples for some results recently used in algorithms to count points on smooth hypersurfaces in Pn. In particular, we extend the monomial-motive correspondence of Kadir and...
The modularity conjecture for Calabi–Yau manifolds predicts that every Calabi–Yau manifold should be modular in the sense that its L– series coincides with the L–series of some automorphic form(s). The case of rigid Calabi–Yau threefolds was (almost) solved by Dieulefait and Manoharmayum in [7, 6]. On the other hand in the non–rigid case it is even not clear which automorphic forms should appea...
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