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The major results of the paper are in Section 4. We expand integral polynomials to integral power series with respect to the integral root basis and extend the duality
Using known results on algebraically orbit reflexive linear transformations, those linear transformations on a complex Banach space that are determined by their invariant subsets
We show that the results given by Hartwig, Li and Wei [22] are preserved when passing from matrices to bounded linear operators on a Banach space... Theorem 2.3 generalizes [22,
Using known results on algebraically orbit reflexive linear transformations, those linear transformations on a complex Banach space that are determined by their invariant subsets
Key words: Generalised Fleming-Viot process, flickering random measure, measure-valued dif- fusion, lookdown construction, wandering random measure, Neveu superprocess, path
Abstract. We obtain strong convergence results for quasi-contractive operators in arbitrary Banach space via some recently introduced iterative schemes and also establish
The aim of the present paper is to study the integrability of the distribution and give some results on proper semi-invariant submanifold of Lorentzian α − Sasakian manifold..
[3] Castro M., Gr¨ unbaum F.A., The algebra of matrix valued differential operators associated to a given family of matrix valued orthogonal polynomials: five instructive examples,
