Add to ORKG4 p.International audienceWe shall factorize Schrödinger type operators in dimension (1+1) using a matrix version of Miura version. Geometric interpretation and supersymmetric analogues are then developed
Abstract: A set of four factorizable non-relativistic S-matrices for a multiplet of fundamental part...
We formulate matrix models for strings in ten dimensional pp-wave backgrounds and for particles in e...
Realization theory for operator colligations on Pontryagin spaces is used to study interpolation and...
4 p.International audienceWe shall factorize Schrödinger type operators in dimension (1+1) using a m...
The Miura transformations [numerical formula], m>0 are explicitly represented in terms of the scatte...
Abstract. Building on work on Miura’s transformation by Kappeler, Perry, Shubin, and Topalov, we dev...
In d=2 with variables (x,t), the superalgebraic trick of adding a supplementary odd variable allows ...
AbstractMatrix multiplication was first introduced by Arthur Cayley in 1855 in agreement with the co...
International audienceIn d = 2 with variables (x, t), the superalgebraic trick of adding a supplemen...
International audienceNous proposons une solution conjointe aux problèmes de super-résolution et de ...
AbstractGiven m×n matrices A=[ajk] and B=[bjk], their Schur product is the m×n matrix A∘B=[ajkbjk]. ...
For many applications, especially from digital signal processing, linear maps must be applied freque...
Over any field F every square matrix A can be factored into the product of two symmetric matrices as...
We formulate matrix models for strings in ten dimensional pp-wave backgrounds and for particles in e...
summary:Infinite lower triangular matrices of generalized Schröder numbers are used to construct a t...
Abstract: A set of four factorizable non-relativistic S-matrices for a multiplet of fundamental part...
We formulate matrix models for strings in ten dimensional pp-wave backgrounds and for particles in e...
Realization theory for operator colligations on Pontryagin spaces is used to study interpolation and...
4 p.International audienceWe shall factorize Schrödinger type operators in dimension (1+1) using a m...
The Miura transformations [numerical formula], m>0 are explicitly represented in terms of the scatte...
Abstract. Building on work on Miura’s transformation by Kappeler, Perry, Shubin, and Topalov, we dev...
In d=2 with variables (x,t), the superalgebraic trick of adding a supplementary odd variable allows ...
AbstractMatrix multiplication was first introduced by Arthur Cayley in 1855 in agreement with the co...
International audienceIn d = 2 with variables (x, t), the superalgebraic trick of adding a supplemen...
International audienceNous proposons une solution conjointe aux problèmes de super-résolution et de ...
AbstractGiven m×n matrices A=[ajk] and B=[bjk], their Schur product is the m×n matrix A∘B=[ajkbjk]. ...
For many applications, especially from digital signal processing, linear maps must be applied freque...
Over any field F every square matrix A can be factored into the product of two symmetric matrices as...
We formulate matrix models for strings in ten dimensional pp-wave backgrounds and for particles in e...
summary:Infinite lower triangular matrices of generalized Schröder numbers are used to construct a t...
Abstract: A set of four factorizable non-relativistic S-matrices for a multiplet of fundamental part...
We formulate matrix models for strings in ten dimensional pp-wave backgrounds and for particles in e...
Realization theory for operator colligations on Pontryagin spaces is used to study interpolation and...