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Content
1979
- 225-243 Estimates
In: 13 Lectures on Fermat’s Last Theorem
by Paulo Ribenboim - 239-265 A Game Theoretic Account of Social Justice
In: Game Theory, Social Choice and Ethics
by Horace W. Brock - 245-261 Fermat’s Congruence
In: 13 Lectures on Fermat’s Last Theorem
by Paulo Ribenboim - 263-289 Variations and Fugue on a Theme
In: 13 Lectures on Fermat’s Last Theorem
by Paulo Ribenboim - 267-288 Disparate Goods and Rawls’ Difference Principle: A Social Choice Theoretic Treatment
In: Game Theory, Social Choice and Ethics
by Allan Gibbard - 267-323 Abelian categories
In: Theory of categories
by Nicolae Popescu & Liliana Popescu - 289-317 Bayesian Decision Theory, Rule Utilitarianism, And Arrow’s Impossibility Theorem
In: Game Theory, Social Choice and Ethics
by John C. Harsanyi - 289-374 Types of von Neumann Algebras and Traces
In: Theory of Operator Algebras I
by Masamichi Takesaki - 319-337 Decision-Making Under Ignorance with Implications for Social Choice
In: Game Theory, Social Choice and Ethics
by Eric Maskin
1978
- 1-7 Introduction
In: A Course in Mathematical Physics 1
by Walter Thirring & Evans Harrell - 1-12 Mathematics Today
In: Mathematics Today Twelve Informal Essays
by Lynn Arthur Steen - 1-29 Classes of Sets, Measures, and Probability Spaces
In: Probability Theory
by Yuan Shih Chow & Henry Teicher - 1-45 Introduction
In: A Course in Mathematical Physics 2
by Walter Thirring - 1-45 Introduction
In: A Russian Childhood
by Sofya Kovalevskaya - 3-10 General Introduction
In: Counterexamples in Topology
by Lynn Arthur Steen & J. Arthur Seebach Jr. - 8-75 Analysis on Manifolds
In: A Course in Mathematical Physics 1
by Walter Thirring & Evans Harrell - 11-17 Separation Axioms
In: Counterexamples in Topology
by Lynn Arthur Steen & J. Arthur Seebach Jr. - 15-34 Mathematics — Our Invisible Culture
In: Mathematics Today Twelve Informal Essays
by Allen L. Hammond - 18-27 Compactness
In: Counterexamples in Topology
by Lynn Arthur Steen & J. Arthur Seebach Jr. - 28-33 Connectedness
In: Counterexamples in Topology
by Lynn Arthur Steen & J. Arthur Seebach Jr. - 30-53 Binomial Random Variables
In: Probability Theory
by Yuan Shih Chow & Henry Teicher - 34-38 Metric Spaces
In: Counterexamples in Topology
by Lynn Arthur Steen & J. Arthur Seebach Jr. - 37-64 Number Theory
In: Mathematics Today Twelve Informal Essays
by Ian Richards - 39-158 Counterexamples
In: Counterexamples in Topology
by Lynn Arthur Steen & J. Arthur Seebach Jr. - 46-101 The Electromagnetic Field of a Known Charge Distribution
In: A Course in Mathematical Physics 2
by Walter Thirring - 47-58 Earliest Memories
In: A Russian Childhood
by Sofya Kovalevskaya - 54-82 Independence
In: Probability Theory
by Yuan Shih Chow & Henry Teicher - 59-76 The Thief
In: A Russian Childhood
by Sofya Kovalevskaya - 65-82 Groups and Symmetry
In: Mathematics Today Twelve Informal Essays
by Jonathan L. Alperin - 65-83 Nonlinear Perturbations of a Linear Elliptic Problem Near Its First Eigenvalue
In: Djairo G. de Figueiredo - Selected Papers
by Djairo G. de Figueiredo & Jean-Pierre Gossez - 76-141 Hamiltonian Systems
In: A Course in Mathematical Physics 1
by Walter Thirring & Evans Harrell - 77-81 Metamorphosis
In: A Russian Childhood
by Sofya Kovalevskaya - 82-97 Palibino
In: A Russian Childhood
by Sofya Kovalevskaya - 83-109 Integration in a Probability Space
In: Probability Theory
by Yuan Shih Chow & Henry Teicher - 83-125 The Geometry of the Universe
In: Mathematics Today Twelve Informal Essays
by Roger Penrose - 98-110 Miss Smith
In: A Russian Childhood
by Sofya Kovalevskaya - 102-154 The Field in the Presence of Conductors
In: A Course in Mathematical Physics 2
by Walter Thirring - 110-155 Sums of Independent Random Variables
In: Probability Theory
by Yuan Shih Chow & Henry Teicher - 111-123 My Uncle Pyotr Vasilievich Krukovsky
In: A Russian Childhood
by Sofya Kovalevskaya - 124-132 Uncle Fyodor Fyodorovich Shubert
In: A Russian Childhood
by Sofya Kovalevskaya - 127-152 The Mathematics of Meteorology
In: Mathematics Today Twelve Informal Essays
by Philip Duncan Thompson - 133-144 My Sister
In: A Russian Childhood
by Sofya Kovalevskaya - 142-184 Nonrelativistic Motion
In: A Course in Mathematical Physics 1
by Walter Thirring & Evans Harrell - 145-154 Anyuta’s Nihilism
In: A Russian Childhood
by Sofya Kovalevskaya - 153-180 The Four-Color Problem
In: Mathematics Today Twelve Informal Essays
by Kenneth Appel & Wolfgang Haken - 155-172 Anyuta’s First Literary Experiments
In: A Russian Childhood
by Sofya Kovalevskaya - 155-252 Gravitation
In: A Course in Mathematical Physics 2
by Walter Thirring - 156-197 Measure Extensions, Lebesgue-Stieltjes Measure, Kolmogorov Consistency Theorem
In: Probability Theory
by Yuan Shih Chow & Henry Teicher - 161-181 Conjectures and Counterexamples
In: Counterexamples in Topology
by Lynn Arthur Steen & J. Arthur Seebach Jr. - 173-199 Our Friendship With Fyodor Mikhailovich Dostoevsky
In: A Russian Childhood
by Sofya Kovalevskaya - 183-211 Combinatorial Scheduling Theory
In: Mathematics Today Twelve Informal Essays
by Ronald L. Graham - 185-234 Relativistic Motion
In: A Course in Mathematical Physics 1
by Walter Thirring & Evans Harrell - 198-246 Conditional Expectation, Conditional Independence, Introduction to Martingales
In: Probability Theory
by Yuan Shih Chow & Henry Teicher - 213-239 Statistical Analysis of Experimental Data
In: Mathematics Today Twelve Informal Essays
by David S. Moore - 235-250 The Structure of Space and Time
In: A Course in Mathematical Physics 1
by Walter Thirring & Evans Harrell - 236-273 On the Algebraic Structure of Rooted Trees
In: Selected Papers
by Calvin C. Elgot & Stephen L. Bloom & Ralph Tindell - 241-267 What is a Computation?
In: Mathematics Today Twelve Informal Essays
by Martin Davis - 247-289 Distribution Functions and Characteristic Functions
In: Probability Theory
by Yuan Shih Chow & Henry Teicher - 269-295 Mathematics as a Tool for Economic Understanding
In: Mathematics Today Twelve Informal Essays
by Jacob T. Schwartz - 290-323 Central Limit Theorems
In: Probability Theory
by Yuan Shih Chow & Henry Teicher - 297-320 Mathematical Aspects of Population Biology
In: Mathematics Today Twelve Informal Essays
by Frank C. Hoppensteadt - 323-350 The Relevance of Mathematics
In: Mathematics Today Twelve Informal Essays
by Felix E. Browder & Saunders Mac Lane - 324-373 Limit Theorems for Independent Random Variables
In: Probability Theory
by Yuan Shih Chow & Henry Teicher - 374-411 Martingales
In: Probability Theory
by Yuan Shih Chow & Henry Teicher - 412-445 Infinitely Divisible Laws
In: Probability Theory
by Yuan Shih Chow & Henry Teicher
1977
- 1-8 Models and Reality
In: Encounter with Mathematics
by Lars Gårding - 9-22 Number Theory
In: Encounter with Mathematics
by Lars Gårding - 23-56 Algebra
In: Encounter with Mathematics
by Lars Gårding - 57-104 Geometry and Linear Algebra
In: Encounter with Mathematics
by Lars Gårding - 105-123 Limits, Continuity, and Topology
In: Encounter with Mathematics
by Lars Gårding - 124-133 The Heroic Century
In: Encounter with Mathematics
by Lars Gårding - 134-167 Differentiation
In: Encounter with Mathematics
by Lars Gårding - 168-204 Integration
In: Encounter with Mathematics
by Lars Gårding - 205-221 Series
In: Encounter with Mathematics
by Lars Gårding - 222-239 Probability
In: Encounter with Mathematics
by Lars Gårding - 240-252 Applications
In: Encounter with Mathematics
by Lars Gårding - 253-261 The Sociology, Psychology, and Teaching of Mathematics
In: Encounter with Mathematics
by Lars Gårding
1976
- 1-3 Einleitung
In: Unterhaltsame Geometrie
by C. Stanley Ogilvy - 4-8 Etwas aus den Grundlagen
In: Unterhaltsame Geometrie
by C. Stanley Ogilvy - 9-15 Harmonische Teilung und Apollonios-Kreise
In: Unterhaltsame Geometrie
by C. Stanley Ogilvy - 13-15 Grundlagen betrieblicher Statistik
In: Statistik im Betrieb
by Kurt Scharnbacher - 16-26 Inversion
In: Unterhaltsame Geometrie
by C. Stanley Ogilvy - 16-52 Die Technik der praktischen Statistik
In: Statistik im Betrieb
by Kurt Scharnbacher - 21-154 Analytische Geometrie in der Ebene
In: Höhere Mathematik griffbereit
by M. J. Wygodski - 27-34 Anwendungen der Inversion
In: Unterhaltsame Geometrie
by C. Stanley Ogilvy - 35-45 Die Sechskugelfigur
In: Unterhaltsame Geometrie
by C. Stanley Ogilvy - 46-53 Die Kegelschnitte
In: Unterhaltsame Geometrie
by C. Stanley Ogilvy - 53-84 Statistische Maßzahlen in der Betriebsstatistik
In: Statistik im Betrieb
by Kurt Scharnbacher - 54-68 Projektive Geometrie
In: Unterhaltsame Geometrie
by C. Stanley Ogilvy - 69-75 Einige Euklidische Themen
In: Unterhaltsame Geometrie
by C. Stanley Ogilvy - 76-83 Der Goldene Schnitt
In: Unterhaltsame Geometrie
by C. Stanley Ogilvy - 84-87 Winkeldreiteilung
In: Unterhaltsame Geometrie
by C. Stanley Ogilvy - 85-120 Analyse betrieblicher Daten durch Verhältnis- und Indexzahlen
In: Statistik im Betrieb
by Kurt Scharnbacher - 88-95 Einige ungelöste Probleme der modernen Geometrie
In: Unterhaltsame Geometrie
by C. Stanley Ogilvy - 121-150 Zeitreihenanalyse in der Betriebsstatistik
In: Statistik im Betrieb
by Kurt Scharnbacher - 151-162 Regressions- und Korrelationsanalyse
In: Statistik im Betrieb
by Kurt Scharnbacher - 155-268 Analytische Geometrie im Raum
In: Höhere Mathematik griffbereit
by M. J. Wygodski - 163-215 Wahrscheinlichkeitsrechnung — Stichproben im Betrieb
In: Statistik im Betrieb
by Kurt Scharnbacher - 216-243 Ausgewählte Gebiete betrieblicher Statistik — Grundlegende Daten in der amtlichen Statistik
In: Statistik im Betrieb
by Kurt Scharnbacher - 269-299 Die Grundbegriffe der mathematischen Analysis
In: Höhere Mathematik griffbereit
by M. J. Wygodski - 300-403 Differentialrechnung
In: Höhere Mathematik griffbereit
by M. J. Wygodski - 404-488 Integralrechnung
In: Höhere Mathematik griffbereit
by M. J. Wygodski - 461-461 Erratum to: Erratum and Corrigendum for “Structured Programming With and Without GO TO Statements”
In: Selected Papers
by Calvin C. Elgot - 489-522 Überblick über ebene und räumliche Kurven
In: Höhere Mathematik griffbereit
by M. J. Wygodski - 523-604 Unendliche Reihen
In: Höhere Mathematik griffbereit
by M. J. Wygodski - 605-677 Differential- und Integralrechnung für Funktionen mehrerer Variabler
In: Höhere Mathematik griffbereit
by M. J. Wygodski - 678-722 Differentialgleichungen
In: Höhere Mathematik griffbereit
by M. J. Wygodski - 723-771 Einige bemerkenswerte Kurven
In: Höhere Mathematik griffbereit
by M. J. Wygodski - 772-796 Wahrscheinlichkeitsrechnung und Statistik
In: Höhere Mathematik griffbereit
by M. J. Wygodski
1975
- 1-6 Tests Concerning Variances
In: A Programmed Text in Statistics Book 4: Tests on Variance and Regression
by J. Hine & G. B. Wetherill - 1-19 Temporal Stages in the Development of the Self
In: The Study of Time II
by H. B. Green - 1-25 Chapter 1
In: Operational Calculus
by Gregers Krabbe - 1-32 Symmetry
In: Introductory Group Theory and Its Application to Molecular Structure
by John R. Ferraro & Joseph S. Ziomek - 6-11 One- and Two-Tailed Tests
In: A Programmed Text in Statistics Book 4: Tests on Variance and Regression
by J. Hine & G. B. Wetherill - 9-9 Preface
In: Nonlinear Evolution Equations and Potential Theory
by Josef Král - 11-16 Sets, Functions
In: Calculus I
by Brian Knight & Roger Adams - 11-18 The F-Distribution
In: A Programmed Text in Statistics Book 4: Tests on Variance and Regression
by J. Hine & G. B. Wetherill - 11-44 Direct and Inverse Problems in Potential Theory
In: Nonlinear Evolution Equations and Potential Theory
by Gottfried Anger - 17-24 Limits and Continuity
In: Calculus I
by Brian Knight & Roger Adams - 19-32 Regression
In: A Programmed Text in Statistics Book 4: Tests on Variance and Regression
by J. Hine & G. B. Wetherill - 20-38 Time, Death and Ritual in Old Age
In: The Study of Time II
by R. Kastenbaum - 25-29 The Exponential and Related Functions
In: Calculus I
by Brian Knight & Roger Adams - 26-83 Chapter 2
In: Operational Calculus
by Gregers Krabbe - 30-34 Inverse Functions
In: Calculus I
by Brian Knight & Roger Adams - 32-41 Coefficient of correlation
In: A Programmed Text in Statistics Book 4: Tests on Variance and Regression
by J. Hine & G. B. Wetherill - 33-109 Derivation of Selection Rules
In: Introductory Group Theory and Its Application to Molecular Structure
by John R. Ferraro & Joseph S. Ziomek - 35-43 Differentiation
In: Calculus I
by Brian Knight & Roger Adams - 39-53 Astronomical References in Biological Rhythms
In: The Study of Time II
by C. P. Richter - 43-64 The Dirichlet Problem for Nonlinear Elliptic Equations: A Hilbert Space Approach
In: Djairo G. de Figueiredo - Selected Papers
by Djairo Guedes de Figueiredo - 44-49 Differentiation of Implicit Functions
In: Calculus I
by Brian Knight & Roger Adams - 45-59 Regularity Results for Some Differential Eouations Associated with Maximal Monotone Operators in Hilbert Spaces
In: Nonlinear Evolution Equations and Potential Theory
by Viorel Barbu - 45-65 The Social Costs of Monopoly and Regulation
In: 40 Years of Research on Rent Seeking 2
by Richard A. Posner - 50-53 Maxima and Minima
In: Calculus I
by Brian Knight & Roger Adams - 54-60 Curve Sketching
In: Calculus I
by Brian Knight & Roger Adams - 54-68 Cyclic States as Biological Space-Time Fields
In: The Study of Time II
by G. Schaltenbrand - 61-66 Expansion in Series
In: Calculus I
by Brian Knight & Roger Adams - 61-72 Classes D’Interpolation Associées à un Opérateur Monotone ET Applications
In: Nonlinear Evolution Equations and Potential Theory
by Haim Brezis - 67-71 Newton’s Method
In: Calculus I
by Brian Knight & Roger Adams - 69-80 The Concept of Time in Western Antiquity
In: The Study of Time II
by P. E. Ariotti - 70-70 Erratum to: Regression
In: A Programmed Text in Statistics Book 4: Tests on Variance and Regression
by J. Hine & G. B. Wetherill - 72-79 Area and Integration
In: Calculus I
by Brian Knight & Roger Adams - 73-88 On Inverse Problems For k-Dimensional Potentials
In: Nonlinear Evolution Equations and Potential Theory
by Siegfried Dümmel - 80-85 Standard Integrals
In: Calculus I
by Brian Knight & Roger Adams - 81-97 Nietzsche and the Concept of Time
In: The Study of Time II
by D. W. Dauer - 84-181 Chapter 3
In: Operational Calculus
by Gregers Krabbe - 87-93 Applications of the Fundamental Theorem
In: Calculus I
by Brian Knight & Roger Adams - 89-93 Application of Rothe’s Method to Nonlinear Parabolic Boundary Value Problems
In: Nonlinear Evolution Equations and Potential Theory
by Jozef Kačur - 94-99 Substitution in Integrals
In: Calculus I
by Brian Knight & Roger Adams - 95-106 Potentials and Removability of Singularities
In: Nonlinear Evolution Equations and Potential Theory
by Josef Král - 98-113 Temporality and Time in Hegel and Marx
In: The Study of Time II
by W. Mays - 100-105 Use of Partial Fractions
In: Calculus I
by Brian Knight & Roger Adams - 106-109 Integration by Parts
In: Calculus I
by Brian Knight & Roger Adams - 107-115 Theorem of Frèchet and Asymptotically Almost Periodic Solutions of Some Nonlinear Equations of Hyperbolic Type
In: Nonlinear Evolution Equations and Potential Theory
by Vladimír Lovicar - 111-133 Potential Force Fields
In: Introductory Group Theory and Its Application to Molecular Structure
by John R. Ferraro & Joseph S. Ziomek - 114-121 On Historical Time in the Works of Leibniz
In: The Study of Time II
by W. Voisé - 117-123 A New Type of Generalized Solution of the Dirichlet Problem for the Heat Equation
In: Nonlinear Evolution Equations and Potential Theory
by Jaroslav Lukeš - 122-135 Four Phases of Time and Literary Modernism
In: The Study of Time II
by R. J. Quinones - 125-132 Some Remarks on Dirichlet Problem
In: Nonlinear Evolution Equations and Potential Theory
by Jiří Veselý - 133-142 Diffusion Processes and their Connection to Partial Differential Equations of Parabolic Type
In: Nonlinear Evolution Equations and Potential Theory
by Ivo Vrkoč - 135-180 The Normal Coordinate Treatment for Molecules with C 2v , C 3v , and O h Symmetry
In: Introductory Group Theory and Its Application to Molecular Structure
by John R. Ferraro & Joseph S. Ziomek - 136-149 The Structure of Time in Music: Traditional and Contemporary Ramifications and Consequences
In: The Study of Time II
by G. Rochberg - 150-162 Human Temporality
In: The Study of Time II
by H. L. Dreyfus - 163-195 Structures of the ‘Living Present’: Husserl and Proust
In: The Study of Time II
by J. Huertas-Jourda - 181-199 Applications of Group Theory for the Determination of Molecular Structure
In: Introductory Group Theory and Its Application to Molecular Structure
by John R. Ferraro & Joseph S. Ziomek - 182-241 Chapter 4
In: Operational Calculus
by Gregers Krabbe - 196-205 Temporal Passage and Spatial Metaphor
In: The Study of Time II
by N. Lawrence - 206-215 Time: Being or Consciousness Alone? — A Realist View
In: The Study of Time II
by M. Matsumoto - 216-230 Time and Ethics: How Is Morality Possible?
In: The Study of Time II
by C. M. Sherover - 231-238 What Time Is Not
In: The Study of Time II
by M. Yamamoto - 239-248 A Non-Causal Approach to Physical Time
In: The Study of Time II
by S. Kamefuchi - 242-307 Chapter 5
In: Operational Calculus
by Gregers Krabbe - 249-257 On the Origin of Indeterminancy
In: The Study of Time II
by Ken-Ichi Ono - 258-266 Laws of Physics and Ideas of Time
In: The Study of Time II
by D. Park - 267-282 Causality and Time
In: The Study of Time II
by M. S. Watanabe - 283-294 The History of Political Philosophy and the Myth of the Tradition
In: The Study of Time II
by J. G. Gunnell - 295-301 Events are Perceivable But Time Is Not
In: The Study of Time II
by J. J. Gibson - 302-313 Time Experience and Memory Processes
In: The Study of Time II
by J. A. Michon - 314-324 Time and the Structure of Human Cognition
In: The Study of Time II
by M. Toda - 325-342 Time Structuring and Time Measurement: On the Interrelation Between Timekeepers and Social Time
In: The Study of Time II
by H. Nowotny - 343-361 An Analysis of Future Orientation and Some of its Social Determinants
In: The Study of Time II
by G. Trommsdorff & H. Lamm - 365-366 Clockmaking — The Most General Trade
In: The Study of Time II
by J. T. Fraser - 367-380 Clockwork Before the Clock and Timekeepers Before Timekeeping
In: The Study of Time II
by D. de Solla Price - 381-398 Monasticism and the First Mechanical Clocks
In: The Study of Time II
by J. D. North - 399-416 The Cathedral Clock and the Cosmological Clock Metaphor
In: The Study of Time II
by F. C. Haber - 417-450 The Development of the Pendulum as a Device for Regulating Clocks Prior to the 18th Century
In: The Study of Time II
by S. G. Atwood - 451-484 Oriental Concepts of the Measure of Time
In: The Study of Time II
by S. E. Bedini
1974
- 1-8 Introduction
In: The Nonlinear Diffusion Equation
by J. M. Burgers - 1-93 Vocabulary of Combinatorial Analysis
In: Advanced Combinatorics
by Louis Comtet - 3-69 The Family and the Firm Some Observations on Commerce and Banking in the Late 18th Century
In: At Spes non Fracta
by Marten Gerbertus Buist - 9-20 The Hopf-Cole Solution of the Nonlinear Diffusion Equation and Its Geometrical Interpretation for the Case of Small Diffusivity
In: The Nonlinear Diffusion Equation
by J. M. Burgers - 21-34 Digression on Generalizations of the Geometric Method of Solution. — Solutions of Equation (1.1) for the Domain x > 0 with a Boundary Condition at x = 0
In: The Nonlinear Diffusion Equation
by J. M. Burgers - 35-45 Statistical Problems Connected with the Solutions of Chapter I, for v→+0 and t→∞
In: The Nonlinear Diffusion Equation
by J. M. Burgers - 46-71 Solutions of the Linear Diffusion Equation with a Boundary Condition Referring to a Parabola
In: The Nonlinear Diffusion Equation
by J. M. Burgers - 72-83 Development of the Functions Ψ, E, F in Terms of Exponentials Multiplied By Bessel Functions
In: The Nonlinear Diffusion Equation
by J. M. Burgers - 73-92 Swedish Prelude
In: At Spes non Fracta
by Marten Gerbertus Buist - 84-123 Evaluation of Integrals and Sums Depending on the Functions ѱ, E, F
In: The Nonlinear Diffusion Equation
by J. M. Burgers - 93-110 Money for the Turkish War
In: At Spes non Fracta
by Marten Gerbertus Buist - 94-126 Partitions of Integers
In: Advanced Combinatorics
by Louis Comtet