This is an announcement of a result on connection formula of GKZ hypergeometric functions between “nearby toric infinities”. The key is the use of contiguity relation of GKZ hypergeometric system which is known as GG system
It is well known that there exists an operation of limit that makes the degeneration of Gauss hyperg...
textHypergeometric functions seem to be ubiquitous in mathematics. In this document, we present a co...
AbstractWe study the generalized hypergeometric system introduced by Gelfand, Kapranov and Zelevinsk...
This is an announcement of a result on connection formula of GKZ hypergeometric functions between “n...
This is an announcement of a result on connection formula of GKZ hypergeometric functions between “n...
This is an announcement of a result on connection formula of GKZ hypergeometric functions between “n...
We derive formulas that generalize contiguity relations of Gauss hypergeometric functions to the ca...
AbstractWe undertake the study of bivariate Horn systems for generic parameters. We prove that these...
We give a combinatorial formula of the dimension of global solutions to a generalization of Gauss-Ao...
AbstractWe introduce one scalar function f of a complex variable and finitely many parameters, which...
AbstractSome aspects of Aomoto's generalized hypergeometric functions on Grassmannian spaces Gr(k+1,...
This text is based on lectures by the author in the Summer School Algebraic Geometry and Hypergeome...
AbstractSome aspects of Aomoto's generalized hypergeometric functions on Grassmannian spaces Gr(k+1,...
To a torus action on a complex vector space, Gelfand, Kapranov and Zelevinsky introduce a system of ...
Iteration of the covariant function for Gauss hypergeometric differential equation Yuzen Tanaka Abst...
It is well known that there exists an operation of limit that makes the degeneration of Gauss hyperg...
textHypergeometric functions seem to be ubiquitous in mathematics. In this document, we present a co...
AbstractWe study the generalized hypergeometric system introduced by Gelfand, Kapranov and Zelevinsk...
This is an announcement of a result on connection formula of GKZ hypergeometric functions between “n...
This is an announcement of a result on connection formula of GKZ hypergeometric functions between “n...
This is an announcement of a result on connection formula of GKZ hypergeometric functions between “n...
We derive formulas that generalize contiguity relations of Gauss hypergeometric functions to the ca...
AbstractWe undertake the study of bivariate Horn systems for generic parameters. We prove that these...
We give a combinatorial formula of the dimension of global solutions to a generalization of Gauss-Ao...
AbstractWe introduce one scalar function f of a complex variable and finitely many parameters, which...
AbstractSome aspects of Aomoto's generalized hypergeometric functions on Grassmannian spaces Gr(k+1,...
This text is based on lectures by the author in the Summer School Algebraic Geometry and Hypergeome...
AbstractSome aspects of Aomoto's generalized hypergeometric functions on Grassmannian spaces Gr(k+1,...
To a torus action on a complex vector space, Gelfand, Kapranov and Zelevinsky introduce a system of ...
Iteration of the covariant function for Gauss hypergeometric differential equation Yuzen Tanaka Abst...
It is well known that there exists an operation of limit that makes the degeneration of Gauss hyperg...
textHypergeometric functions seem to be ubiquitous in mathematics. In this document, we present a co...
AbstractWe study the generalized hypergeometric system introduced by Gelfand, Kapranov and Zelevinsk...
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