相关期刊:《Applied Mathematics》《Communications in Mathematical Research》《Acta Mathematica Sinica,English Series》《The Journal of China Universities of Posts and Telecommunications》更多>>
In this paper we will prove some theorems on the M-ideals of compact operators and the best approximation of quasitriangular operator algebras. These results improve and extend the known results in [4, 5, 7].
Let the set of generalized polynomials haviug bounded coefficients be K={p=■a_(j)g_(j):α_(j)■[α_(j),β_(j)],j=1,2,…,n}where g_1,g_2,…,g_n are linearly independent continuous functions defined on the interval[a,...
Let the set of generalized polynomials having bounded coeffiicients be K={p=sum from j=1 to n α_j g_j α_j≤α_j≤β,j=1, 2,…, n}, where g_1, g_2,…, g_n are linearly independent continuous functions defined on thei...