Canonical Forms of Matrices Determining Analytical Manifolds

Autor: Trencevski, Kostadin, Kera, Samet

In this paper many classes of sets of matrices with entries in F (F=R, F=C, F=H) are introduced. Each class with the corresponding topology determines a real analytical, complex or symplectic manifold for F=R, F=C or F=H respectively. Any such family

Externí odkaz: http://arxiv.org/abs/math/0611346

ON ESTIMATION OF FOURIER AND QUASI-MONOTONE-FOURIER COEFFICIENTS OF FUNCTIONS IN NIKOL'SKII CLASSES.

Autor: REXHEPI, SHPETIM, KERA, SAMET, SNOPCE, HALIL

Publikováno v: Matematichki Bilten. Bulletin Mathématique de la Société des Mathématiciens de la République de Macédoine; 2019, Vol. 43 Issue 1, p79-89, 11p