Genera of curves varying in a family
General Selmer groups and critical values of Hecke L-functions.
General sheaves over weighted projective lines
We develop a theory of general sheaves over weighted projective lines. We define and study a canonical decomposition, analogous to Kac's canonical decomposition for representations of quivers, study subsheaves of a general sheaf, general ranks of morphisms, and prove analogues of Schofield's results on general representations of quivers. Using these, we give a recursive algorithm for computing properties of general sheaves. Many of our results are proved in a more abstract setting, involving a hereditary...
General stable bundles arising as normal bundles of projective curves.
Generalised elliptic functions
We consider multiply periodic functions, sometimes called Abelian functions, defined with respect to the period matrices associated with classes of algebraic curves. We realise them as generalisations of the Weierstraß ℘-function using two different approaches. These functions arise naturally as solutions to some of the important equations of mathematical physics and their differential equations, addition formulae, and applications have all been recent topics of study. The first approach discussed...
Généralités sur les courbes elliptiques
Generalization of Abel's theorem and some finiteness property of zero-cycles on surfaces
Generalized Hodge classes on the moduli space of curves.
Generalized SU (2) theta functions.
Generalized Weierstrass ...-functions and KP flows in affine spaces.
Generalizing the Birch-Stephens theorem. I. Modular curves.
Génération des lignes et des surfaces du second degré, d'après Jacobi
Generation of class fields by the modular function
Generation of Hauptmoduln of Γ1(N) by Weierstrass units and application to class fields
We show that the modular functions j 1,N generate function fields of the modular curve X 1(N), N ∈ {7; 8; 9; 10; 12}, and apply them to construct ray class fields over imaginary quadratic fields.
Generators and defining equation of the modular function field of the group Γ₁(N)
Generators and equations for modular function fields of principal congruence subgroups
Generators for Certain Ideals in Regular Rings of Dimension Three
Generators for the Derivation modules and the relation ideals of certain curves.
Generic Curves of Small Genus in IP3 are of Maximal Rank.
Generic Zariski surfaces