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An analog of the Hahn-Banach theorem for commutative semigroupsA criterion for the extendability of additive nonnegative functions defined on a subsemigroup of a

An analog of the Hahn-Banach theorem for commutative semigroupsA criterion for the extendability of additive nonnegative functions defined on a subsemigroup of a

Order Properties of Orthogonal Vector Fields and a Representation TheoremFor orthogonal vector fields on a von Neumann algebra with values in a Hilbert space, order

On characterization of integrable sesquilinear formsWe give a necessary and sufficient condition for a sesquilinear form to be integrable with respect

Two-dimensional reductions of the cone of positive diagonal operators in ℓ2

Order Properties of Orthogonal Vector Fields and a Representation TheoremFor orthogonal vector fields on a von Neumann algebra with values in a Hilbert space, order

Description of orthogonal vector fields over W*-algebra of type I 2© 2015, Allerton Press, Inc. In the paper we give a characterization of a w*-continuous orthogonal

Two-dimensional reductions of the cone of positive diagonal operators in ℓ2

Measures on projections in a W*-algebra of type I2In the paper we present two results for measures on projections in a W *-algebra of type I2. First

On characterization of integrable sesquilinear formsWe give a necessary and sufficient condition for a sesquilinear form to be integrable with respect

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