Add to ORKGABSTRACT: We focus here on some very recent results and its studies. Our main contribution is to provide some numerical and empirical facts concerning spectral Measures and Spectral Families. I
Abstract: Spectral measures arise in numerous applications such as quantum mechanics, signal process...
This note tries to attempt a sketch of the history of spectral ranking—a general umbrella name for t...
"We compare different spectral theories for nonlinear operators, focusing in particular on the notio...
A probability measure in ℝd is called a spectral measure if it has an orthonormal basis consisting o...
In this expository paper we try to emphasize some connections between functional analysis, in partic...
AbstractA probability measure in Rd is called a spectral measure if it has an orthonormal basis cons...
AbstractThis paper is concerned with the estimation of the spectral measure of a stationary process....
The theory of spectral symbols links sequences of matrices with measurable functions expressing thei...
This paper is concerned with the estimation of the spectral measure of a stationary process. Empiric...
AbstractA Borel measure μ in Rd is called a spectral measure if there exists a set Λ⊂Rd such that th...
In this lecture, we discuss some spectral techniques and their applications. The goal of spectral te...
We explore spectral duality in the context of measures in a e (n) , starting with partial differenti...
On simple spectral measures.Panchapagesan T., Venkataramaiyer.16 págs.panchapa@ula.veNivel analítico...
We study spectral measures generated by infinite convolution products of discrete measures generated...
We explore spectral duality in the context of measures in ℝ n, starting with partial differential op...
Abstract: Spectral measures arise in numerous applications such as quantum mechanics, signal process...
This note tries to attempt a sketch of the history of spectral ranking—a general umbrella name for t...
"We compare different spectral theories for nonlinear operators, focusing in particular on the notio...
A probability measure in ℝd is called a spectral measure if it has an orthonormal basis consisting o...
In this expository paper we try to emphasize some connections between functional analysis, in partic...
AbstractA probability measure in Rd is called a spectral measure if it has an orthonormal basis cons...
AbstractThis paper is concerned with the estimation of the spectral measure of a stationary process....
The theory of spectral symbols links sequences of matrices with measurable functions expressing thei...
This paper is concerned with the estimation of the spectral measure of a stationary process. Empiric...
AbstractA Borel measure μ in Rd is called a spectral measure if there exists a set Λ⊂Rd such that th...
In this lecture, we discuss some spectral techniques and their applications. The goal of spectral te...
We explore spectral duality in the context of measures in a e (n) , starting with partial differenti...
On simple spectral measures.Panchapagesan T., Venkataramaiyer.16 págs.panchapa@ula.veNivel analítico...
We study spectral measures generated by infinite convolution products of discrete measures generated...
We explore spectral duality in the context of measures in ℝ n, starting with partial differential op...
Abstract: Spectral measures arise in numerous applications such as quantum mechanics, signal process...
This note tries to attempt a sketch of the history of spectral ranking—a general umbrella name for t...
"We compare different spectral theories for nonlinear operators, focusing in particular on the notio...