摘要

Let be compact and closed, and let A(K, M) be the uniform algebra of all functions continuous on M and holomorphic in the interior KA degrees of K. We present a constructive proof of Arens%26apos; classical result that for the B,zout equation has a solution in A(K, M) if and only if the functions f (j) have no common zero in K. We shall also consider matrix-valued B,zout equations.

  • 出版日期2012-7