Titlebook: Analysis without Borders; Dedicated to Ilya Sp Sergei Rogosin Book 2024 The Editor(s) (if applicable) and The Author(s), under exclusive li

anthesis

Luis Perotti,Anika Heimann-Steinerthe Banach subalgebra . of . generated by all multiplication operators . (.) and all convolution operators . (.), where . is the .-algebra of piecewise quasicontinuous functions, . is the Banach algebra of piecewise slowly oscillating functions that admit piecewise slowly oscillating discontinuities

Connotation

不能仁慈

Lecture Notes in Computer Scienceare Lagrangian subspaces of .. If a particular Lagrangian subspace is fixed then we can define .-action on .. This gives a consistent framework for linear fractional transformations of operators. Some connections with spectral theory are outline as well.

Enteropathic

Lecture Notes in Computer Scienceof ideal fluids on the two dimensional torus, we relate the following five functions of the spectral parameter: the Fredholm determinants of the Birman-Schwinger operator pencils associated with the second order equation and the equivalent system of the first order equations; the Jost function const

palpitate

Emmanuel Ayedoun,Masataka TokumaruThis paper describes some details of the career and the scientific achievements of Professor Ilya Spitkovsky.

要求比…更好

Xiaolong Lou,Xinyi Li,Yuhaozhe Zheng,Yan ShiThis is an expository paper describing a few selected topics of Ilya Spitkovsky’s work. We focus the attention on his pioneering contributions to the detection and identification of massive local spectra of Toeplitz operators caused by jumps of the symbols and embark on the subsequent development of the story.

Fulminate

LAY

Hiroyuki Ohshima,Shigenobu ShimadaAn inversion formula for Hankel- and Toeplitz-Bezoutians has been previously established using results on resultant matrices as well as the kernel structure of Hankel and Toeplitz matrices. Here we establish a direct, short and quite natural proof of this inversion formula (exemplified in the Hankel case) avoiding any detours.

說不出

機構(gòu)

https://doi.org/10.1007/978-3-031-17902-0For a given ., we present an example of a Muckenhoupt weight . and a Fourier multiplier . on the weighted Lebesgue space . such that, for any ., the dilation of . given by . is not a Fourier multiplier on ..