Add to ORKGBased on the idea of separation of variables, a spectral theory for the three-dimensional, stationary, isotropic transport operator in a vector space of complex-valued Borel functions results in continuous sets of regular and generalized eigenfunctions
AbstractWe consider the Segal–Bargmann transform on a noncompact symmetric space of the complex type...
Let L(p)u = D4u - (p1u’)’ + p2u be a fourth-order differential operator acting on L2[0; 1] with p ≡ ...
The widely used AZURV1 transport benchmarks package provides a suite of solutions to isotropic scatt...
AbstractPatterned after the operational calculus of functional analysis, a spectral theory is constr...
AbstractWe consider the operator −Δ−αgraddiv acting on an exterior domain Ω in Rn (with α>0 and n=2,...
Multiparameter Spectral Theory covers a broad class of problems linked to operator families dependi...
A recent technique for extending the singular eigenfunction method in linear transport theory to pro...
To a real n-dimensional vector space V and a smooth, symmetric function f defined on the n-dimension...
To a real n-dimensional vector space V and a smooth, symmetric function f defined on the n-dimension...
"AEC Research and Development Report""(TID-4500, 37th ed.)""Mathematics and Computers"Bibliography: ...
To a real n-dimensional vector space V and a smooth, symmetric function f defined on the n-dimension...
AbstractThe λ-matrix A(λ)=(A0+λA1+λ2A2+⋯λkAk⋯+λlAl) with matrix coefficients {A0,A1,A2…Aℓ}∈Cm×n defi...
We present methods for finding discrete spectra and derive analytic expressions for the eigenfunctio...
To a pair of subspaces wandering with respect to a row isometry we associate a transfer function whi...
To a pair of subspaces wandering with respect to a row isometry we associate a transfer function whi...
AbstractWe consider the Segal–Bargmann transform on a noncompact symmetric space of the complex type...
Let L(p)u = D4u - (p1u’)’ + p2u be a fourth-order differential operator acting on L2[0; 1] with p ≡ ...
The widely used AZURV1 transport benchmarks package provides a suite of solutions to isotropic scatt...
AbstractPatterned after the operational calculus of functional analysis, a spectral theory is constr...
AbstractWe consider the operator −Δ−αgraddiv acting on an exterior domain Ω in Rn (with α>0 and n=2,...
Multiparameter Spectral Theory covers a broad class of problems linked to operator families dependi...
A recent technique for extending the singular eigenfunction method in linear transport theory to pro...
To a real n-dimensional vector space V and a smooth, symmetric function f defined on the n-dimension...
To a real n-dimensional vector space V and a smooth, symmetric function f defined on the n-dimension...
"AEC Research and Development Report""(TID-4500, 37th ed.)""Mathematics and Computers"Bibliography: ...
To a real n-dimensional vector space V and a smooth, symmetric function f defined on the n-dimension...
AbstractThe λ-matrix A(λ)=(A0+λA1+λ2A2+⋯λkAk⋯+λlAl) with matrix coefficients {A0,A1,A2…Aℓ}∈Cm×n defi...
We present methods for finding discrete spectra and derive analytic expressions for the eigenfunctio...
To a pair of subspaces wandering with respect to a row isometry we associate a transfer function whi...
To a pair of subspaces wandering with respect to a row isometry we associate a transfer function whi...
AbstractWe consider the Segal–Bargmann transform on a noncompact symmetric space of the complex type...
Let L(p)u = D4u - (p1u’)’ + p2u be a fourth-order differential operator acting on L2[0; 1] with p ≡ ...
The widely used AZURV1 transport benchmarks package provides a suite of solutions to isotropic scatt...