Add to ORKGThe problem of full solution of Fredholm integral equations of the second kind with data from Sobolev spaces with dominating mixed derivative is studied. Existing estimates for the univariate case are extended to arbitrary dimension
AbstractWe study the average complexity of linear problems, on a separable Banach space equipped wit...
We study the problem of global solution of Fredholm integral equations. This means that we seek to a...
We study the average case complexity of multivariate integration for the class of continuous functio...
The problem of full solution of Fredholm integral equations of the second kind with data from Sobole...
In this paper the complexity of the local solution of Fredholm integral equations is studied. For c...
AbstractIn this paper, the complexity of full solution of Fredholm integral equations of the second ...
In this paper, the complexity of full solution of Fredholm integral equations of the second kind wit...
The local solution problem of multivariate Fredholm integral equations is studied. Recent research p...
We study the complexity of local solution of Fredholm integral equations. This means that we want to...
AbstractIn this paper the complexity of the local solution of Fredholm integral equations is studied...
The complexity of computing a functional of the solution of a Fredholm integral equation is studied....
AbstractWe study the information-based complexity of the approximation problem on the multivariate S...
AbstractWe are interested in the intrinsic difficulty (or complexity) of computing an approximate so...
AbstractWe find the exact order of the ε-complexity in a power scale for some class of equations z =...
We are interested in the intrinsic difficulty (or complexity) of computing an approximate solution o...
AbstractWe study the average complexity of linear problems, on a separable Banach space equipped wit...
We study the problem of global solution of Fredholm integral equations. This means that we seek to a...
We study the average case complexity of multivariate integration for the class of continuous functio...
The problem of full solution of Fredholm integral equations of the second kind with data from Sobole...
In this paper the complexity of the local solution of Fredholm integral equations is studied. For c...
AbstractIn this paper, the complexity of full solution of Fredholm integral equations of the second ...
In this paper, the complexity of full solution of Fredholm integral equations of the second kind wit...
The local solution problem of multivariate Fredholm integral equations is studied. Recent research p...
We study the complexity of local solution of Fredholm integral equations. This means that we want to...
AbstractIn this paper the complexity of the local solution of Fredholm integral equations is studied...
The complexity of computing a functional of the solution of a Fredholm integral equation is studied....
AbstractWe study the information-based complexity of the approximation problem on the multivariate S...
AbstractWe are interested in the intrinsic difficulty (or complexity) of computing an approximate so...
AbstractWe find the exact order of the ε-complexity in a power scale for some class of equations z =...
We are interested in the intrinsic difficulty (or complexity) of computing an approximate solution o...
AbstractWe study the average complexity of linear problems, on a separable Banach space equipped wit...
We study the problem of global solution of Fredholm integral equations. This means that we seek to a...
We study the average case complexity of multivariate integration for the class of continuous functio...