Search Results - "Ryan, Raymond A"

Orthogonally additive sums of powers of linear functionals by Boyd, Christopher, Ryan, Raymond A., Snigireva, Nina

“…Let E be a vector lattice, λ 1 , λ 2 , … , λ k scalars and φ 1 , … , φ k pairwise independent regular linear functionals on E . We show that if k < m then ∑ j…”
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Geometry of Spaces of Orthogonally Additive Polynomials on C(K) by Boyd, Christopher, Ryan, Raymond A., Snigireva, Nina

“…We study the space of orthogonally additive n -homogeneous polynomials on C ( K ). There are two natural norms on this space. First, there is the usual…”
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Synnatzschke’s theorem for polynomials by Boyd, Christopher, Ryan, Raymond A., Snigireva, Nina

“…We establish a multilinear generalisation of Synnatzschke’s Theorem for regular operators on Banach lattices, with the Arens adjoint taking the place of the…”
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Positive polynomials on Riesz spaces by Cruickshank, James, Loane, John, Ryan, Raymond A.

“…We prove some properties of positive polynomial mappings between Riesz spaces, using finite difference calculus. We establish the polynomial analogue of the…”
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Polynomials on Banach spaces with unconditional bases by GRECU, Bogdan C, RYAN, Raymond A

“…We study the classes of homogeneous polynomials on a Banach space with unconditional Schauder basis that have unconditionally convergent monomial expansions…”
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Geometry of Spaces of Polynomials by Ryan, Raymond A, Turett, Barry

“…Connections between the shape of the unit ball of a Banach space and analytic properties of the Banach space have been studied for many years. In this article,…”
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Extendibility of homogeneous polynomials on Banach spaces by Kirwan, Pádraig, Ryan, Raymond A.

“…We study the n-homogeneous polynomials on a Banach space X that can be extended to any space containing X. We show that there is an upper bound on the norm of…”
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Introduction to tensor products of Banach spaces: Raymond A. Ryan by Ryan, Raymond A

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Modular Metric Spaces by Abobaker, Hana, Ryan, Raymond A

“…We give a short introduction to the theory of modular metric spaces. This is a corrected version of the paper [1], which had some errors. We are grateful to V…”
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Holomorphic functions on complex Banach lattices by Boyd, Christopher, Ryan, Raymond A, Snigireva, Nina

“…We introduce and study the algebraic, analytic and lattice properties of regular homogeneous polynomials and holomorphic functions on complex Banach lattices…”
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Weakly compact holomorphic mappings on Banach spaces by Ryan, Raymond

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A Nakano Carrier Theorem for Polynomials by Boyd, Christopher, Ryan, Raymond A, Snigireva, Nina

“…We use a localisation technique to study orthogonally additive polynomials on Banach lattices. We derive alternative characterisations for orthogonal…”
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Geometry of Spaces of Orthogonally Additive Polynomials on C(K) by Boyd, Christopher, Ryan, Raymond A, Snigireva, Nina

“…We study the space of orthogonally additive $n$-homogeneous polynomials on $C(K)$. There are two natural norms on this space. First, there is the usual…”
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AN INTEGRAL DUALITY FORMULA by GRECU, BOGDAN C., RYAN, RAYMOND A.

“…We establish an integral formula for the duality between multilinear forms/homogeneous polynomials and tensor products for dual spaces with the approximation…”
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Positive Polynomials on Riesz Spaces by Cruickshank, James, Loane, John, Ryan, Raymond A

“…We prove some properties of positive polynomial mappings between Riesz spaces, using finite difference calculus. We establish the polynomial analogue of the…”
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Tensor products of direct sums by Grecu, Bogdan C., Ryan, Raymond A.

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Holomorphic Mappings on $l_1 by Ryan, Raymond A.

“…We describe the holomorphic mappings of bounded type, and the arbitrary holomorphic mappings from the complex Banach space $l_1$ into a complex Banach space…”
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Holomorphic mappings on by Ryan, Raymond A.

“…We describe the holomorphic mappings of bounded type, and the arbitrary holomorphic mappings from the complex Banach space l 1 {l_1} into a complex Banach…”
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APPLICATIONS OF ULTRAPRODUCTS TO INFINITE DIMENSIONAL HOLOMORPHY by LINDSTRÖM, MIKAEL, RYAN, RAYMOND A.

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Complemented Copies of C₀ in Spaces of Compact Operators by Ryan, Raymond A.

“…We give a simple proof of a theorem of Cembranos, Saab and Saab to the effect that if X and Y are infinite dimensional Banach spaces, one of which contains a…”
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