Extension Problems and Stable Ranks
Raymond Mortini () and
Rudolf Rupp ()
Additional contact information
Raymond Mortini: Université de Lorraine, CNRS, IECL
Rudolf Rupp: Technische Hochschule Nürnberg, Georg Simon Ohm, Fakultät für Angewandte Mathematik, Physik und Allgemeinwissenschaften
in Springer Books from Springer
Date: 2021
ISBN: 978-3-030-73872-3
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Chapters in this book:
- Ch Chapter 1 A short introduction into point-set topology
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 10 Brouwer’s fixed point theorem
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 11 Extension problems in $$\mathbb{R}^{n}$$ and mappings into the sphere
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 12 Topology in the plane: a function theoretic approach
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 13 Local and simple connectedness, curves, arcs, and continua
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 14 Continuous extensions of conformal maps and homeomorphisms
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 15 Advanced function-theoretic tools
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 16 Borsuk’s extension theorem
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 17 Dimension theory
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 18 Michael’s selection theorem
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 19 Algebraic preliminaries
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 2 The Tietze extension theorem
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 20 The Bézout equation
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 21 The algebras Cb(X, $$ \mathbb{K} $$ ) and C(X, $$ \mathbb{K} $$ ) on non-compact spaces
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 22 Polynomial, Noetherian, and von Neumann regular rings
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 23 The Bass and topological stable ranks
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 24 The stable ranks for algebras of polynomials and entire functions
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 25 The Bass and topological stable ranks of C(X, $$ \mathbb{K} $$ )
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 26 The planar algebras P(K), R(K), A(K), C(K), and their siblings
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 27 The algebra of bounded analytic functions
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 28 Peak sets in function algebras
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 29 Lipschitz algebras
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 3 Smooth functions and Lebesgue measurable sets
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 30 Regular and normal Banach algebras
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 31 The stable ranks for a zoo of algebras
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 32 Various notions of reducibility and stable ranks
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 33 Stable ranks of holomorphic function algebras in $$ \mathbb{C}^{n} $$
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 34 Real-symmetric function algebras
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 35 The algebra of almost periodic functions
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 36 Matricial stable ranks
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 4 The $$ \overline{\partial} $$ -calculus
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 5 Approximation theorems
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 6 Maximum principles, integral formulas, and Blaschke products
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 7 Banach algebra techniques
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 8 The Stone-Čech compactification and extension of maps
- Raymond Mortini and Rudolf Rupp
- Ch Chapter 9 Nonunital Banach algebras
- Raymond Mortini and Rudolf Rupp
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Persistent link: https://EconPapers.repec.org/RePEc:spr:sprbok:978-3-030-73872-3
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DOI: 10.1007/978-3-030-73872-3
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