Add to ORKGThe Siegel-Jacobi space is a non-symmetric homogeneous space which is very important geometrically and arithmetically. In this short paper, we propose the basic problems in the geometry of the Siegel-Jacobi space.Comment: 7 pages. arXiv admin note: substantial text overlap with arXiv:1702.0866
AbstractIn this note a combinatorial character formula related to the symmetric group is generalized...
In this work we are interested in the existence and uniqueness of solutions for the Navier problem a...
AbstractBy expanding a function f∈Lp((-1,1),(1-s)α(1+s)βds) (1≤p<∞) in terms of the basis conjugate ...
AbstractWe develop the left-definite analysis associated with the self-adjoint Jacobi operator Ak(α,...
Jacobi-Trudy formula for a generalization of Schur polynomials related to any sequence of orthogonal...
We consider Jacobi matrices whose essential sectrum is a finite union of closed intervals. We focus ...
The Jacobi coefficients c`j (; ) (1 j `, ; > 1) are linked to the Maclaurin spectral expansion of...
In this paper, several direct and inverse theorems are proved concerningthe approximation of one-var...
Diaconis and Gamburd computed moments of secular coefficients in the CUE ensemble. We use the charac...
We introduce a new family of multivariate orthogonal polynomials.They are a two-parameter deformatio...
In this work we are interested in the existence and uniqueness of solutions for the Navier problem a...
Representation Theory of Algebraic Groups and Related Topics : Proceedings of the workshop on Repres...
Since the symplectic, Poisson and contact manifolds exist in infinite dimensional case ([1] [2] [7])...
In this paper we define variable exponent Sobolev spaces associated with Jacobi expansions. We prove...
AbstractIn this paper, a monotonicity property for the quotient of two Jacobi's theta functions with...
AbstractIn this note a combinatorial character formula related to the symmetric group is generalized...
In this work we are interested in the existence and uniqueness of solutions for the Navier problem a...
AbstractBy expanding a function f∈Lp((-1,1),(1-s)α(1+s)βds) (1≤p<∞) in terms of the basis conjugate ...
AbstractWe develop the left-definite analysis associated with the self-adjoint Jacobi operator Ak(α,...
Jacobi-Trudy formula for a generalization of Schur polynomials related to any sequence of orthogonal...
We consider Jacobi matrices whose essential sectrum is a finite union of closed intervals. We focus ...
The Jacobi coefficients c`j (; ) (1 j `, ; > 1) are linked to the Maclaurin spectral expansion of...
In this paper, several direct and inverse theorems are proved concerningthe approximation of one-var...
Diaconis and Gamburd computed moments of secular coefficients in the CUE ensemble. We use the charac...
We introduce a new family of multivariate orthogonal polynomials.They are a two-parameter deformatio...
In this work we are interested in the existence and uniqueness of solutions for the Navier problem a...
Representation Theory of Algebraic Groups and Related Topics : Proceedings of the workshop on Repres...
Since the symplectic, Poisson and contact manifolds exist in infinite dimensional case ([1] [2] [7])...
In this paper we define variable exponent Sobolev spaces associated with Jacobi expansions. We prove...
AbstractIn this paper, a monotonicity property for the quotient of two Jacobi's theta functions with...
AbstractIn this note a combinatorial character formula related to the symmetric group is generalized...
In this work we are interested in the existence and uniqueness of solutions for the Navier problem a...
AbstractBy expanding a function f∈Lp((-1,1),(1-s)α(1+s)βds) (1≤p<∞) in terms of the basis conjugate ...