We work over a fixed algebraically closed base field k. We also fix an integer n> 3, an elliptic curve E defined over k, and a point r e E which is not in the nm-torsion subgroup E,m for any m = 1,2..... n- 2. Following Odesskii and Feigin I-4, 5] we now define a class of graded algebra
This survey is devoted to associative -graded algebras presented by n generators and quadratic rela...
AbstractWe derive upper bounds on the number of L-rational torsion points on a given elliptic curve ...
In this work we generalize the concept of injective module and develop a theory of divisibility for ...
AbstractIn 1982 Sklyanin (Funct. Anal. Appl.16 (1982), 27-34) defined a family of graded algebras A(...
Abstract. Let A = A(E, z) denote either the 3-dimensional or 4-dimensional Sklyanin algebra associat...
Communicated by Tony Pantev We construct projective moduli spaces for torsion-free sheaves on noncom...
Let S denote the 3-dimensional Sklyanin algebra over an algebraically closed field k and assume that...
In this thesis we present the main theorems of global class field theory stated in terms of ideals a...
Let S denote the 3-dimensional Sklyanin algebra over an algebraically closed field k and assume that...
AbstractWe construct projective moduli spaces for torsion-free sheaves on noncommutative projective ...
We construct projective moduli spaces for torsion-free sheaves on noncommutative projective planes. ...
We construct projective moduli spaces for torsion-free sheaves on noncommutative projective planes. ...
Kolyvagin used Heegner points to associate a system of cohomology classes to an elliptic curve over ...
AbstractKolyvagin used Heegner points to associate a system of cohomology classes to an elliptic cur...
AbstractThe 3-dimensional Sklyanin algebras, Sa,b,c, form a flat family parametrized by points (a,b,...
This survey is devoted to associative -graded algebras presented by n generators and quadratic rela...
AbstractWe derive upper bounds on the number of L-rational torsion points on a given elliptic curve ...
In this work we generalize the concept of injective module and develop a theory of divisibility for ...
AbstractIn 1982 Sklyanin (Funct. Anal. Appl.16 (1982), 27-34) defined a family of graded algebras A(...
Abstract. Let A = A(E, z) denote either the 3-dimensional or 4-dimensional Sklyanin algebra associat...
Communicated by Tony Pantev We construct projective moduli spaces for torsion-free sheaves on noncom...
Let S denote the 3-dimensional Sklyanin algebra over an algebraically closed field k and assume that...
In this thesis we present the main theorems of global class field theory stated in terms of ideals a...
Let S denote the 3-dimensional Sklyanin algebra over an algebraically closed field k and assume that...
AbstractWe construct projective moduli spaces for torsion-free sheaves on noncommutative projective ...
We construct projective moduli spaces for torsion-free sheaves on noncommutative projective planes. ...
We construct projective moduli spaces for torsion-free sheaves on noncommutative projective planes. ...
Kolyvagin used Heegner points to associate a system of cohomology classes to an elliptic curve over ...
AbstractKolyvagin used Heegner points to associate a system of cohomology classes to an elliptic cur...
AbstractThe 3-dimensional Sklyanin algebras, Sa,b,c, form a flat family parametrized by points (a,b,...
This survey is devoted to associative -graded algebras presented by n generators and quadratic rela...
AbstractWe derive upper bounds on the number of L-rational torsion points on a given elliptic curve ...
In this work we generalize the concept of injective module and develop a theory of divisibility for ...