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Selecta Mathematica II

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Cover of 'Selecta Mathematica II'

Table of Contents

  1. Altmetric Badge
    Book Overview
  2. Altmetric Badge
    Chapter 1 Commentary on Menger and Intuitionism
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    Chapter 2 Bemerkungen zu Grundlagenfragen
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    Chapter 3 Commentary on Karl Menger’s Contributions to Analysis
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    Chapter 4 On Cauchy’s Integral Theorem in the Real Plane
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    Chapter 5 On Green’s Formula
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    Chapter 6 The Behavior of a Complex Function at Infinity
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    Chapter 7 A Characterization of Weierstrass Analytic Functions
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    Chapter 8 Analytische Funktionen
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    Chapter 9 Une Caractérisation Des Fonctions Analytiques
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    Chapter 10 Weierstrass Analytic Functions
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    Chapter 11 Commentary on Menger’s Path Length Papers
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    Chapter 12 On Shortest Polygonal Approximations to a Curve
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    Chapter 13 Définition intrinsèque de la notion de chemin
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    Chapter 14 Stieltjes Integrals Considered as Lengths
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    Chapter 15 What paths have length?
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    Chapter 16 A Topological Characterization of the Length of Paths
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    Chapter 17 Commentary on the Algebra of Analysis and Algebra of Functions
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    Chapter 18 The Influence of Menger’s Ideas on the Work of Nöbauer and His School
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    Chapter 19 Algebra of Analysis
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    Chapter 20 Tri-Operational Algebra
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    Chapter 21 General Algebra of Analysis
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    Chapter 22 An Axiomatic Theory of Functions and Fluents
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    Chapter 23 The algebra of functions: past, present, future
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    Chapter 24 On Substitutive Algebra and its Syntax
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    Chapter 25 Superassociative Systems and Logical Functors
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    Chapter 26 Two theorems on the generation of systems of functions
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    Chapter 27 Commentary on Didactics, Variables, Fluents
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    Chapter 28 A Mengerian Tour Along Caratheodory’s Royal Road
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    Chapter 29 Calculus — A Modern Approach
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    Chapter 30 The Mathematics of Elementary Thermodynamics
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    Chapter 31 Random Variables from the Point of View of a General Theory of Variables
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    Chapter 32 What are x and y?
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    Chapter 33 Rates of change and derivatives
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    Chapter 34 Commentary on Probabilistic Geometry
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    Chapter 35 Statistical Metrics
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    Chapter 36 Probabilistic Theories of Relations
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    Chapter 37 Probabilistic Geometry
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    Chapter 38 Ensembles flous et fonctions aléatoires
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    Chapter 39 Commentary on Menger’s Work on Algebra
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    Chapter 40 Beiträge zur Gruppentheorie. I.
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    Chapter 41 Une théorie axiomatique générale des déterminants
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    Chapter 42 Commentary on Menger’s Work on Sociology
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    Chapter 43 An Exact Theory of Social Groups and Relations
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    Chapter 44 On Social Groups and Relations
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    Chapter 45 Commentary on Menger’s ‘Austrian Marginalism and Mathematical Economics’
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    Chapter 46 Austrian Marginalism and Mathematical Economics
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    Chapter 47 Editor’s Comments
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    Chapter 48 Otto Schreier
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    Chapter 49 Hans Hahn
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    Chapter 50 Memories of Moritz Schlick
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    Chapter 51 Introduction to the Sixth American Edition, 1960
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    Chapter 52 Introduction
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    Chapter 53 You Will Like Geometry
Attention for Chapter 45: Commentary on Menger’s ‘Austrian Marginalism and Mathematical Economics’
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Chapter title
Commentary on Menger’s ‘Austrian Marginalism and Mathematical Economics’
Chapter number 45
Book title
Selecta Mathematica
Published by
Springer, Vienna, January 2003
DOI 10.1007/978-3-7091-6045-9_45
Book ISBNs
978-3-70-917294-0, 978-3-70-916045-9
Authors

Karl Sigmund

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