Ultrametric functional analysis : Eighth International Conference on padic Functional Analysis, July 59, 2004, Universite Blaise Pascal, ClermontFerrand, France
Material type: Computer fileSeries: Contemporary mathematics ; v. 384Publication details: Providence, R.I. : American Mathematical Society, c2005Description: 1 online resource (vii, 369 p.)ISBN: 9780821879740 (online)Subject(s): padic analysis | Topological fieldsOnline resources: Click here to access onlineItem type | Current library | Call number | URL | Status | Date due | Barcode | Item holds |
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electronic book | ICTS | Link to resource | Accessible Online | EBK21388 |
Includes bibliographical references.
Vector measures and integral operators in the nonarchimedean setting ; On the dual space for the strict topology beta _1 and the space (X) in function space ; Perturbation of a dic dynamical system in two variables ; Isomorphisms with small bound between spaces of dic continuous functions. II ; Ultrametric alculus ; Strictness and closedness in dic inductive limits ; A note on BrowkinBrzezinski conjecture ; NonArchimedean integration and strict topologies ; NonArchimedean orthomodular spaces and their residual spaces ; Polylogarithms and a zeta function for finite places of a function field ; On finitedimensional normed spaces over _p ; A nonArchimedean inner product ; Lipschitz operators on Banach spaces over Krull valued fields ; Remarks on some theorems of functional analysis ; Frobenius structure for rank one dic differential equations ; The ultrametric spectrum as an ordered set ; Analytic roots of rational functions whose poles are on the unit circle ; dic Choquet theory ; The spherical completion of normed vector spaces over fields with valuations of arbitrary rank ; On Kothe quotients of nonArchimedean Frechet spaces ; Unique range sets for nonArchimedean entire functions in positive characteristic fields ; Some continuous linear operators and orthogonal ases on the space of dic continuous functions defined on Bbb Z_p ; Uniqueness polynomials, unique range sets and other uniqueness theorems Jose Aguayo ; J Aguayo A K Katsaras and S Navarro ; J Aguayo J Gomez M Saavedra and M Wallace ; Jesus Araujo ; Bertin Diarra ; N De GrandeDe Kimpe and C PerezGarcia ; PeiChu Hu and ChungChun Yang ; A K Katsaras ; Hans A Keller and H Ochsenius A ; Anatoly N Kochubei ; Albert Kubzdela ; Lawrence Narici and Edward Beckenstein ; H Ochsenius and W H Schikhof ; Sibylla PriessCrampe ; Andrea Pulita ; Alain Salinier ; MarieClaude Sarmant ; W H Schikhof ; Erwin Schorner ; Wiesaw Sliwa ; Ta Thi Hoai An and Julie TzuYueh Wang ; Fana Tangara ; Julie TzuYueh Wang
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