On isomorphic classification of tensor products
Goncharov A., Zahariuta V., Terzioğlu Tosun
Similarity:
Abstract New linear topological invariants are introduced and utilized to give an isomorphic classification of tensor products of the type , where is a power series space of infinite type. These invariants are modifications of those suggested earlier by Zahariuta. In particular, some new results are obtained for spaces of infinitely differentiable functions with values in a locally convex space X. These spaces coincide, up to isomorphism, with spaces L(s’,X) of all continuous linear...