- #1

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I want to show that the Algebras [tex]L(\bigotimes_{i=0}^\infty V_i)\; and\; \bigotimes_{i=1}^\infty \; \L (V_i)[/tex]

are isomorphic!

But for this i need to know the algebra-structure on [tex]\bigotimes_{i=1}^\infty \; \L (V_i)[/tex].

How the multiplication is defined on this space?

Regards