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Questions related from P. A. Dabhi
Let (A_1,||.||_1), (A,||.||), and (B,||.||) be commutative semisimple Banach algebras such that A_1\subset A. Let x be in A\tensor B (projective tensor product) such that \phi(x)\in A_1 for all...
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Let X and Y be normed spaces. What will be the dual space of $X\cap Y$? We consider the norm on $X\cap Y$ to be the sum norm $\norm[x]=\norm[x]_X+\norm[x]_Y$.
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