Essential self-adjointness of operators in an infinite tensor product of Hilbert spaces
Copyright policy ) Liskevich, V. A.;
Essential self-adjointness of operators in an infinite tensor product of Hilbert spaces
From the authors introduction: A criterion of essential self-adjointness of a series of nonnegative operators in an infinite tensor product of Hilbert spaces, in terms of weak convergence, is established.
Linear symmetric and selfadjoint operators (unbounded), essential self-adjointness of a series of nonnegative operators in an infinite tensor product of Hilbert spaces, weak convergence, Tensor products in functional analysis
Linear symmetric and selfadjoint operators (unbounded), essential self-adjointness of a series of nonnegative operators in an infinite tensor product of Hilbert spaces, weak convergence, Tensor products in functional analysis
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