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Index « Titre (en) » - entrée « genus »
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genius < genus < geodesic  Facettes :

List of bibliographic references

Number of relevant bibliographic references: 16.
Ident.Authors (with country if any)Title
000880 (2007) Franz Lemmermeyer [Turquie]The Development of the Principal Genus Theorem
000A38 (2006) Ernst Kani [Canada]The number of genus 2 covers of an elliptic curve
000D31 (2004) Qing Liu [France] ; Dino Lorenzini [États-Unis] ; Michel Raynaud [France]Néron models, Lie algebras, and reduction of curves of genus one
000E70 (2003) On an example of Mumford and the factorial property of algebras of automorphic forms for planar groups of genus 0
001152 (2001) M. Ando [États-Unis] ; M. J. Hopkins [États-Unis] ; N. P. StricklandElliptic spectra, the Witten genus and the theorem of the cube
001602 (1998) Alexandre Kabanov [États-Unis] ; T. Kimura [États-Unis]Intersection Numbers and Rank One Cohomological Field Theories in Genus One
001A14 (1995) K. Nagashima [Japon]On Rational Points of Algebraic Curves of Genus One
001B75 (1994) V. Lomadze [Géorgie (pays)]Linear dynamical systems of higher genus
001B76 (1994) V. Lomadze [Géorgie (pays)]Linear Dynamical Systems of Higher Genus
001E56 (1991) Kevin R. Coombes [États-Unis]The arithmetic of zero cycles on surfaces with geometric genus and irregularity zero
001F16 (1991) Gerhard Frey ; Ernst KaniCurves of genus 2 covering elliptic curves and an arithmetical application
002150 (1988) M. Shiba [Japon]The period matrices of compact continuations of an open Riemann surface of finite genus
002177 (1988) ON LIOUVILLE'S EQUATION, ACCESSORY PARAMETERS, AND THE GEOMETRY OF TEICHMÜLLER SPACE FOR RIEMANN SURFACES OF GENUS 0
002299 (1987) Luis Alvarez-Gaumé [Suisse] ; Jean-Benoît Bost [France] ; Gregory Moore [États-Unis] ; Philip Nelson [États-Unis] ; Cumrun Vafa [États-Unis]Bosonization on higher genus Riemann surfaces
002E73 (1972) MINIMAL MODELS OF CURVES OF GENUS 2 AND HOMOMORPHISMS OF ABELIAN VARIETIES DEFINED OVER A FIELD OF FINITE CHARACTERISTIC
003055 (1969) P. Deligne ; D. MumfordThe irreducibility of the space of curves of given genus

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