We calculate for several g ¿ L2(R) and for integer values of 1/ab the frame bounds and, when possible, the minimum energy dual functions °¿ for the set of time-frequency translates of g corresponding to the lattice parameters a, b. For this we use a recently derived expression for frame bounds and biorthogonal functions in terms of translates of g corresponding to the complementary lattice with parameters 1/b, 1/a
We study Weyl-Heisenberg (=Gabor) expansions for either L 2 (IR d ) or a subspace of it. These are...
Weyl-Heisenberg frames are complete signal representations corresponding to rectangular tiling of th...
Abstract. In some papers like [6] some conditions are given for a triple (g, a, b) so that it genera...
We calculate for several g ¿ L2(R) and for integer values of 1/ab the frame bounds and, when possibl...
AbstractWe calculate for several g ϵ L2(R) and for integer values of 1ab the frame bounds and, when ...
In the study of Weyl-Heisenberg frames the assumption of having a finite frame upper bound appears r...
AbstractIn the study of Weyl–Heisenberg frames the assumption of having a finite frame upper bound a...
We relate the matrix elements of the linear systems, arising in the Zibulski-Zeevi method for comput...
We present new and short proofs of two theorems in the theory of lattice expansions. These proofs ar...
AbstractWe present new and short proofs of two theorems in the theory of lattice expansions. These p...
The incompatibility between numerical stability and high time-frequency localization forWeyl–Heisenb...
In this article we consider the question when one can generate a Weyl- Heisenberg frame for l2(Z) wi...
We study Weyl-Heisenberg (=Gabor) expansions for either L 2 (IR d ) or a subspace of it. These are...
Weyl-Heisenberg frames are complete signal representations corresponding to rectangular tiling of th...
Abstract. In some papers like [6] some conditions are given for a triple (g, a, b) so that it genera...
We calculate for several g ¿ L2(R) and for integer values of 1/ab the frame bounds and, when possibl...
AbstractWe calculate for several g ϵ L2(R) and for integer values of 1ab the frame bounds and, when ...
In the study of Weyl-Heisenberg frames the assumption of having a finite frame upper bound appears r...
AbstractIn the study of Weyl–Heisenberg frames the assumption of having a finite frame upper bound a...
We relate the matrix elements of the linear systems, arising in the Zibulski-Zeevi method for comput...
We present new and short proofs of two theorems in the theory of lattice expansions. These proofs ar...
AbstractWe present new and short proofs of two theorems in the theory of lattice expansions. These p...
The incompatibility between numerical stability and high time-frequency localization forWeyl–Heisenb...
In this article we consider the question when one can generate a Weyl- Heisenberg frame for l2(Z) wi...
We study Weyl-Heisenberg (=Gabor) expansions for either L 2 (IR d ) or a subspace of it. These are...
Weyl-Heisenberg frames are complete signal representations corresponding to rectangular tiling of th...
Abstract. In some papers like [6] some conditions are given for a triple (g, a, b) so that it genera...