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to the trace τ) operators affiliated to a semifinite von Neumann algebra M. For self-adjoint τ

theorem of Lozanovskii about the automatic continuity of linear positive operators are generalized

We obtain new necessary and sufficient commutation conditions for projections in terms of operator

of operator inequalities. We apply these inequalities to characterize a trace on von Neumann algebras

Let H be a complex Hilbert space with conjugation operator J. We study J-real operators and we have

Let ℝn be a real n-dimensional space, let {A(x) | x ∈ X} be a family of m = |X| linear operators

We suggest a certain variant of symbolic calculus for special classes of linear bounded operators

We demonstrate very simple method of obtaining the nano-scale hydrocarbon (CH) covering

of the stability of the time-dependent SIPs for the second-order linear differential equation (DE) in a Hilbert

Страница 6 из 30993