Add to ORKGThis article gives algorithms for V- and W-operators in inverse resolution. It discusses also the completeness of these algorithms
AbstractIn this paper we give the direct and inverse theorems for beta operators. Some other approxi...
Abstract. A frame of subspaces in a Hilbert space H allows that identity operator on H to be written...
This paper reports a solution to the inverse problem when using indicators in several calculation fu...
textabstractThis article gives algorithms for V- and W-operators in inverse resolution. It discusses...
We survey fundamental concepts for inverse programming and then present the Universal Resolving Algo...
. We discuss the general scheme of building resolution calculi (also called the inverse method) orig...
AbstractThis paper introduces a computational technique for finding the involutional inverses (of di...
AbstractWe derive minimal quasi-separable (i.e. state space) representations for the upper and lower...
In this article, according to a given sequence of eigenvalues , with an accuracy of , the soluti...
AbstractMallat's decomposition and reconstruction algorithms are very important in the field of wave...
Abstract. We present an algorithm for inverse computation in a first-order functional language based...
The thesis studies semidefinite programming relaxations for three instances of the general affine ra...
In applications as in future MIMO communication systems a massive computation of complex matrix oper...
The concept of a W-matrix is used to give an elementary interpretation of a biorthogonal wavelet dec...
After a general discussion of matrix norms and digital operations, matrix inversion procedures based...
AbstractIn this paper we give the direct and inverse theorems for beta operators. Some other approxi...
Abstract. A frame of subspaces in a Hilbert space H allows that identity operator on H to be written...
This paper reports a solution to the inverse problem when using indicators in several calculation fu...
textabstractThis article gives algorithms for V- and W-operators in inverse resolution. It discusses...
We survey fundamental concepts for inverse programming and then present the Universal Resolving Algo...
. We discuss the general scheme of building resolution calculi (also called the inverse method) orig...
AbstractThis paper introduces a computational technique for finding the involutional inverses (of di...
AbstractWe derive minimal quasi-separable (i.e. state space) representations for the upper and lower...
In this article, according to a given sequence of eigenvalues , with an accuracy of , the soluti...
AbstractMallat's decomposition and reconstruction algorithms are very important in the field of wave...
Abstract. We present an algorithm for inverse computation in a first-order functional language based...
The thesis studies semidefinite programming relaxations for three instances of the general affine ra...
In applications as in future MIMO communication systems a massive computation of complex matrix oper...
The concept of a W-matrix is used to give an elementary interpretation of a biorthogonal wavelet dec...
After a general discussion of matrix norms and digital operations, matrix inversion procedures based...
AbstractIn this paper we give the direct and inverse theorems for beta operators. Some other approxi...
Abstract. A frame of subspaces in a Hilbert space H allows that identity operator on H to be written...
This paper reports a solution to the inverse problem when using indicators in several calculation fu...