Add to ORKGAbstract We will introduce a modified system of A-hypergeometric system (GKZ system) by applying a change of variables for Gröbner deformations and study its Gröbner basis and the indicial polynomial along the “exceptional hypersurface”.
The method of Frobenius is a standard technique to construct series solutions of an ordinary linear ...
The ubiquity of hypergeometric terms in enumerative combinatorics is widely recognized, such as bino...
This thesis deals with hypergeometric functions in several complex variables and systems of partial ...
We introduce a modification of the A-hypergeometric system (the GKZ system) by applying a change of ...
A In this course we will study multivariate hypergeometric functions in the sense of Gel’fand, Kapr...
A modified A-hypergeometric system is a system of differential equations for the function f(t w · x)...
We give a combinatorial formula of the dimension of global solutions to a generalization of Gauss-Ao...
The study of hypergeometric functions started in 1813 with a paper by Gauss. Hypergeometric function...
We make a detailed analysis of the A-hypergeometric system (or GKZ system) associated with a monomia...
We make a detailed analysis of the A-hypergeometric system (or GKZ system) associated with a monomia...
The study of hypergeometric functions started in 1813 with a paper by Gauss. Hypergeometric function...
AbstractWe introduce one scalar function f of a complex variable and finitely many parameters, which...
The middle convolution introduced by Katz is extended to an operation on a regular holonomic system ...
We study the solutions of irregular A-hypergeometric systems that are constructed from Grobner degen...
AbstractThe roots of the general equation of degree n satisfy an A-hypergeometric system of differen...
The method of Frobenius is a standard technique to construct series solutions of an ordinary linear ...
The ubiquity of hypergeometric terms in enumerative combinatorics is widely recognized, such as bino...
This thesis deals with hypergeometric functions in several complex variables and systems of partial ...
We introduce a modification of the A-hypergeometric system (the GKZ system) by applying a change of ...
A In this course we will study multivariate hypergeometric functions in the sense of Gel’fand, Kapr...
A modified A-hypergeometric system is a system of differential equations for the function f(t w · x)...
We give a combinatorial formula of the dimension of global solutions to a generalization of Gauss-Ao...
The study of hypergeometric functions started in 1813 with a paper by Gauss. Hypergeometric function...
We make a detailed analysis of the A-hypergeometric system (or GKZ system) associated with a monomia...
We make a detailed analysis of the A-hypergeometric system (or GKZ system) associated with a monomia...
The study of hypergeometric functions started in 1813 with a paper by Gauss. Hypergeometric function...
AbstractWe introduce one scalar function f of a complex variable and finitely many parameters, which...
The middle convolution introduced by Katz is extended to an operation on a regular holonomic system ...
We study the solutions of irregular A-hypergeometric systems that are constructed from Grobner degen...
AbstractThe roots of the general equation of degree n satisfy an A-hypergeometric system of differen...
The method of Frobenius is a standard technique to construct series solutions of an ordinary linear ...
The ubiquity of hypergeometric terms in enumerative combinatorics is widely recognized, such as bino...
This thesis deals with hypergeometric functions in several complex variables and systems of partial ...