A method of approximate factorization of positive definite matrix functions
An algorithm of factorization of positive definite matrix functions of second order is proposed.
An algorithm of factorization of positive definite matrix functions of second order is proposed.
Using factorization properties of an operator ideal over a Banach space, it is shown how to embed a locally convex space from the corresponding Grothendieck space ideal into a suitable power of , thus achieving a unified treatment of several embedding theorems involving certain classes of locally convex spaces.