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Content
1986
- 175-180 Freedom, Science, and Aesthetics
In: The Beauty of Fractals
by Gert Eilenberger
- 175-183 Letter Values in Multivariate Exploratory Data Analysis
In: The Merging of Disciplines: New Directions in Pure, Applied, and Computational Mathematics
by Donald P. St. Richards & Rameshwar D. Gupta
- 175-194 Identification of Robot Dynamics: An Application of Recursive Estimation
In: Adaptive and Learning Systems
by Charles P. Neuman & Pradeep K. Khosla
- 181-188 Refractions of Science into Art
In: The Beauty of Fractals
by Herbert W. Franke
- 181-199 Pension accumulation as a semi-Markov reward process, with applications to pension reform
In: Semi-Markov Models
by Yves Balcer & Izzet Sahin
- 185-196 Newton’s Method Estimates from Data at One Point
In: The Merging of Disciplines: New Directions in Pure, Applied, and Computational Mathematics
by Steve Smale
- 185-218 Linear Algebra
In: Mathematics Form and Function
by Saunders Mac Lane
- 197-208 Error Bounds for Newton’s Method Under the Kantorovich Assumptions
In: The Merging of Disciplines: New Directions in Pure, Applied, and Computational Mathematics
by Tetsuro Yamamoto
- 197-211 Recent Developments in Learning Automata
In: Adaptive and Learning Systems
by Kumpati S. Narendra & Richard M. Wheeler Jr.
- 201-213 The structure of a firm’s optimal non-decreasing wage policy when recruitment is a wage dependent Poisson process
In: Semi-Markov Models
by Nils Henrik Schager
- 202-227 Definition and elementary properties of plane algebraic curves
In: Plane Algebraic Curves
by Egbert Brieskorn & Horst Knörrer
- 206-245 Uniform and Exponential Spacings
In: Non-Uniform Random Variate Generation
by Luc Devroye
- 209-212 Panel Discussion Implications for Undergraduate and Graduate Mathematics Education
In: The Merging of Disciplines: New Directions in Pure, Applied, and Computational Mathematics
by Sol Garfunkel
- 210-376 Die lineare Eigenwertaufgabe
In: Matrizen und ihre Anwendungen für Angewandte Mathematiker, Physiker und Ingenieure
by Rudolf Zurmühl & Sigurd Falk
- 213-227 Learning Automata Models for Adaptive Flow Control in Packet-Switching Networks
In: Adaptive and Learning Systems
by L. G. Mason & XueDuo Gu
- 213-230 Néron Models
In: Arithmetic Geometry
by M. Artin
- 215-223 Positive Solutions for Some Classes of Semilinear Elliptic Problems
In: Djairo G. de Figueiredo - Selected Papers
by Djairo G. de Figueiredo
- 217-230 Markov renewal processes in reliability analysis
In: Semi-Markov Models
by V. S. Korolyuk
- 219-258 Forms of Space
In: Mathematics Form and Function
by Saunders Mac Lane
- 225-238 A Maximum Principle for an Elliptic System and Applications to Semilinear Problems
In: Djairo G. de Figueiredo - Selected Papers
by Djairo G. de Figueiredot & Enzo Mitidieri
- 227-278 The intersection of plane curves
In: Plane Algebraic Curves
by Egbert Brieskorn & Horst Knörrer
- 229-234 Application of Learning Automata to Image Data Compression
In: Adaptive and Learning Systems
by A. A. Hashim & S. Amir & P. Mars
- 231-251 Siegel Moduli Schemes and Their Compactifications over ℂ
In: Arithmetic Geometry
by Ching-Li Chai
- 231-252 Deterioration processes
In: Semi-Markov Models
by Mohamed Abdel-Hameed
- 235-246 Cooperativity in Networks of Pattern Recognizing Stochastic Learning Automata
In: Adaptive and Learning Systems
by Andrew G. Barto & P. Anandan & Charles W. Anderson
- 246-285 The Poisson Process
In: Non-Uniform Random Variate Generation
by Luc Devroye
- 247-253 The Genetic Algorithm Approach: Why, How, and What Next?
In: Adaptive and Learning Systems
by David E. Goldberg
- 253-265 Heights and Elliptic Curves
In: Arithmetic Geometry
by Joseph H. Silverman
- 253-279 Stochastic processes with an embedded point process and their application to system reliability analysis
In: Semi-Markov Models
by Peter Franken & Arnfried Streller
- 255-264 Knowledge Growth in an Artificial Animal
In: Adaptive and Learning Systems
by Stewart W. Wilson
- 259-306 Mechanics
In: Mathematics Form and Function
by Saunders Mac Lane
- 267-286 Issues in Control Design for Large Space Structures
In: Adaptive and Learning Systems
by Robert L. Kosut & Michael G. Lyons
- 267-287 Lipman’s Proof of Resolution of Singularities for Surfaces
In: Arithmetic Geometry
by M. Artin
- 278-322 Some simple types of curves
In: Plane Algebraic Curves
by Egbert Brieskorn & Horst Knörrer
- 283-300 Semi-Markov models for manpower planning
In: Semi-Markov Models
by Sally McClean
- 286-357 Universal Methods
In: Non-Uniform Random Variate Generation
by Luc Devroye
- 287-296 Progress in Adaptive Control of Flexible Spacecraft Using Lattice Filters
In: Adaptive and Learning Systems
by N. Sundararajan & Raymond C. Montgomery
- 289-307 An Introduction to Arakelov Intersection Theory
In: Arithmetic Geometry
by T. Chinburg
- 297-307 The Search for Appropriate Actuator Distribution Criteria in Large Space Structures Control
In: Adaptive and Learning Systems
by Richard W. Longman & Robert E. Lindberg
- 297-311 Rent-seeking aspects of political advertising
In: 40 Years of Research on Rent Seeking 2
by Roger D. Congleton
- 301-315 Statistical analysis of semi-Markov processes based on the theory of counting processes
In: Semi-Markov Models
by Niels Keiding
- 307-357 Complex Analysis and Topology
In: Mathematics Form and Function
by Saunders Mac Lane
- 309-326 Minimal Models for Curves over Dedekind Rings
In: Arithmetic Geometry
by T. Chinburg
- 309-326 Direct Model Reference Adaptive Control in Infinite-Dimensional Hilbert Space
In: Adaptive and Learning Systems
by John Ting-Yung Wen & Mark J. Balas
- 319-335 Approximation of some stochastic models
In: Semi-Markov Models
by V. V. Kalashnikov
- 325-575 Local investigations
In: Plane Algebraic Curves
by Egbert Brieskorn & Horst Knörrer
- 327-339 Local Heights on Curves
In: Arithmetic Geometry
by Benedict H. Gross
- 331-337 A Survey on Advances in the Theory of Computational Robotics
In: Adaptive and Learning Systems
by John H. Reif
- 337-350 The method of renovating events and its applications in queueing theory
In: Semi-Markov Models
by S. G. Foss
- 339-358 Continuous Robot Motion Planning In Unknown Environment
In: Adaptive and Learning Systems
by Vladimir J. Lumelsky
- 341-353 A Higher Dimensional Mordell Conjecture
In: Arithmetic Geometry
by Paul Vojta
- 351-368 On non-time-homogeneity
In: Semi-Markov Models
by Hermann Thorisson
- 354-354 Erratum to: Erratum
In: Arithmetic Geometry
by Gary Cornell & Joseph H. Silverman
- 358-378 Table Methods for Continuous Random Variates
In: Non-Uniform Random Variate Generation
by Luc Devroye
- 358-408 Sets, Logic, and Categories
In: Mathematics Form and Function
by Saunders Mac Lane
- 359-366 Impedance Control Applied to Automated Deburring
In: Adaptive and Learning Systems
by Neville Hogan
- 367-377 The Potential Field Approach And Operational Space Formulation In Robot Control
In: Adaptive and Learning Systems
by Oussama Khatib
- 369-382 A semi-Markov queue with exponential service times
In: Semi-Markov Models
by J. H. A. de Smit & G. J. K. Regterschot
- 375-406 Various Applications of the Preceding Discussions
In: Disquisitiones Arithmeticae
by Carl Friedrich Gauss
- 377-409 Die nichtlineare Eigenwertaufgabe
In: Matrizen und ihre Anwendungen für Angewandte Mathematiker, Physiker und Ingenieure
by Rudolf Zurmühl & Sigurd Falk
- 379-388 Mathematical Theory of Learning with Applications to Robot Control
In: Adaptive and Learning Systems
by Suguru Arimoto
- 379-484 Continuous Univariate Densities
In: Non-Uniform Random Variate Generation
by Luc Devroye
- 385-395 Estimation theory for multitype branching processes
In: Semi-Markov Models
by Søren Asmussen
- 389-402 Automatic Planning and Control of Robot Natural Motion Via Feedback
In: Adaptive and Learning Systems
by Daniel E. Koditschek
- 391-397 Transfer seeking and avoidance: On the full social costs of rent seeking
In: 40 Years of Research on Rent Seeking 1
by Elie Appelbaum & Eliakim Katz
- 397-405 Exact distribution of kin number in multitype Galton-Watson process
In: Semi-Markov Models
by A. Joffe & W. A. O’N. Waugh
- 407-408 Arbres de Galton-Watson
In: Semi-Markov Models
by J. Neveu
- 407-460 Equations Defining Sections of a Circle
In: Disquisitiones Arithmeticae
by Carl Friedrich Gauss
- 409-456 The Mathematical Network
In: Mathematics Form and Function
by Saunders Mac Lane
- 410-460 Matrizen in der Angewandten Mathematik und Mechanik
In: Matrizen und ihre Anwendungen für Angewandte Mathematiker, Physiker und Ingenieure
by Rudolf Zurmühl & Sigurd Falk
- 411-421 Some remarks on semi-Markov processes in medical statistics
In: Semi-Markov Models
by D. R. Cox
- 423-436 Semi-Markov and non-homogeneous Markov models in medicine
In: Semi-Markov Models
by Daniel Commenges
- 437-450 Application of semi-Markov processes to health care planning: a model to study the flow of patients following the dialysis-transplantation plan
In: Semi-Markov Models
by R. Polesel & G. Romanin-Jacur
- 453-461 Applications of semi-Markov processes: a miscellany
In: Semi-Markov Models
by Valerie Isham
- 463-474 Social applications of semi-Markov processes
In: Semi-Markov Models
by D. J. Bartholomew
- 475-485 Language modelling using a hidden Markov chain with application to automatic transcription of French stenotypy
In: Semi-Markov Models
by Anne-Marie Derouault & Bernard Merialdo
- 485-553 Discrete Univariate Distributions
In: Non-Uniform Random Variate Generation
by Luc Devroye
- 487-503 Semi-Markov processes in seismic risk analysis
In: Semi-Markov Models
by E. Grandori Guagenti & C. Molina
- 507-584 A Second bibliography on semi-Markov processes
In: Semi-Markov Models
by Jozef L. Teugels
- 545-557 Illegal Economic Activities and Purges in a Soviet-Type Economy: A Rent-Seeking Perspective
In: 40 Years of Research on Rent Seeking 2
by Arye L. Hillman & Adi Schnytzer
- 554-610 Multivariate Distributions
In: Non-Uniform Random Variate Generation
by Luc Devroye
- 576-693 Global Investigations
In: Plane Algebraic Curves
by Egbert Brieskorn & Horst Knörrer
- 611-641 Random Sampling
In: Non-Uniform Random Variate Generation
by Luc Devroye
- 642-673 Random Combinatorial Objects
In: Non-Uniform Random Variate Generation
by Luc Devroye
- 674-767 Probabilistic Shortcuts and Additional Topics
In: Non-Uniform Random Variate Generation
by Luc Devroye
- 768-783 The Random Bit Model
In: Non-Uniform Random Variate Generation
by Luc Devroye
1985
- 1-3 Introduction
In: Geometric Theory of Foliations
by César Camacho & Alcides Lins Neto
- 1-4 Introduction and General Outline
In: Group Invariance in Engineering Boundary Value Problems
by R. Seshadri & T. Y. Na
- 1-4 Introduction
In: Representations of Integers as Sums of Squares
by Emil Grosswald
- 1-4 The Life of Joseph Fourier
In: Fourier Techniques and Applications
by R. N. Bracewell
- 1-6 The Problem That Saved a Man’s Life
In: 3.1416 And All That
by Philip J. Davis & William G. Chinn
- 1-8 Einleitung
In: Lineare Kontrolltheorie
by Hans Wilhelm Knobloch & Huibert Kwakernaak
- 1-8 Introduction: Beyond the Identification Problem
In: Cohort Analysis in Social Research
by William M. Mason & Stephen E. Fienberg
- 1-11 Introduction to the Subject
In: Nonlinear Functional Analysis and its Applications
by Eberhard Zeidler
- 1-13 Antecedents
In: Nicolas Chuquet, Renaissance Mathematician
by Barbara Moss & Cynthia Hay & Graham Flegg
- 1-13 H. E. Rauch, Géomètre Différentiel
In: Differential Geometry and Complex Analysis
by Par Marcel Berger
- 1-15 Introduction
In: Ramanujan’s Notebooks
by Bruce C. Berndt
- 1-17 Basic Probability Concepts
In: Probability Theory and Applications
by Enders A. Robinson
- 1-19 Differential Calculus
In: Differential Manifolds
by Serge Lang
- 1-19 Mathematics in Today’s Community College
In: New Directions in Two-Year College Mathematics
by Arthur M. Cohen
- 1-21 Partial Differential Equation Applications
In: Analysis of a Finite Element Method
by Granville Sewell
- 1-24 Prediction and Entropy
In: A Celebration of Statistics
by Hirotugu Akaike
- 1-27 What does a mathematician do and why?
In: The Beauty of Doing Mathematics
by Serge Lang
- 1-34 Topological Degree in Finite Dimensions
In: Nonlinear Functional Analysis
by Klaus Deimling
- 1-61 MACSYMA: Capabilities and Applications to Problems in Engineering and the Sciences
In: Applications of Computer Algebra
by Richard Pavelle
- 1-82 Flat Space. Fourier Analysis on ℝ m
In: Harmonic Analysis on Symmetric Spaces and Applications I
by Audrey Terras
- 3-10 A Class of Nonautonomous Differential Equations Reducible to Autonomous Ones by an Exact Method
In: Selected Papers of Demetrios G. Magiros
by Demetrios G. Magiros
- 3-12 Self-Organisation in Nonequilibrium Systems: Towards A Dynamics of Complexity
In: Bifurcation Analysis
by I. Prigogine & G. Nicolis
- 3-19 Reading and writing and ’rithmetic
In: I Want to be a Mathematician
by Paul R. Halmos
- 3-31 Three Muslimic Authors
In: A History of Algebra
by Bartel Leenert van der Waerden
- 5-12 Preliminaries
In: Representations of Integers as Sums of Squares
by Emil Grosswald
- 5-19 Differentiable Manifolds
In: Geometric Theory of Foliations
by César Camacho & Alcides Lins Neto
- 5-34 Concepts of Continuous Transformation Groups
In: Group Invariance in Engineering Boundary Value Problems
by R. Seshadri & T. Y. Na
- 7-13 The Code of the Primes
In: 3.1416 And All That
by Philip J. Davis & William G. Chinn
- 7-24 Linear Systems, Filters and Convolution Theorems
In: Fourier Techniques and Applications
by J. W. Sanders
- 9-26 Zustandsbeschreibung und Eingangs-Ausgangsverhalten
In: Lineare Kontrolltheorie
by Hans Wilhelm Knobloch & Huibert Kwakernaak
- 9-44 The Cohort as a Concept in the Study of Social Change
In: Cohort Analysis in Social Research
by Norman B. Ryder
- 11-19 ΕΦΗΡΜΟΣΜΕΝΑ ΜΑΘΗΜΑΤΙΚΑ. — Nonlinear differential equations with several general solutions
In: Selected Papers of Demetrios G. Magiros
by Demetrios G. Magiros
- 12-142 Introductory Typical Examples
In: Nonlinear Functional Analysis and its Applications
by Eberhard Zeidler
- 13-23 Sums of Two Squares
In: Representations of Integers as Sums of Squares
by Emil Grosswald
- 13-30 Bifurcation Phenomena. A Short Introductory Tutorial with Examples
In: Bifurcation Analysis
by Michiel Hazewinkel
- 14-19 Pompeiu’s Magic Seven
In: 3.1416 And All That
by Philip J. Davis & William G. Chinn
- 14-26 Nicolas Chuquet — The Man and His Manuscript
In: Nicolas Chuquet, Renaissance Mathematician
by Barbara Moss & Cynthia Hay & Graham Flegg
- 15-31 H. E. Rauch, Function Theorist
In: Differential Geometry and Complex Analysis
by Clifford J. Earle
- 16-24 Magic Squares
In: Ramanujan’s Notebooks
by Bruce C. Berndt
- 19-37 Basic Probability Theorems
In: Probability Theory and Applications
by Enders A. Robinson
- 20-26 What is an Abstraction?
In: 3.1416 And All That
by Philip J. Davis & William G. Chinn
- 20-28 ΜΑΘΗΜΑΤΙΚΑ. — The general solutions of nonlinear differential equations as functions of their arbitrary constants
In: Selected Papers of Demetrios G. Magiros
by Demetrios G. Magiros
- 20-35 A college education
In: I Want to be a Mathematician
by Paul R. Halmos
- 21-29 Let’s Keep the “College” in our Community Colleges: Mathematics for College Transfer
In: New Directions in Two-Year College Mathematics
by Larry A. Curnutt
- 21-40 Manifolds
In: Differential Manifolds
by Serge Lang
- 21-46 Foliations
In: Geometric Theory of Foliations
by César Camacho & Alcides Lins Neto
- 22-49 Elliptic Problems — Forming the Algebraic Equations
In: Analysis of a Finite Element Method
by Granville Sewell
- 24-37 Triangular Numbers and the Representation of Integers as Sums of Four Squares
In: Representations of Integers as Sums of Squares
by Emil Grosswald
- 25-30 Statistical Developments in World War II: An International Perspective
In: A Celebration of Statistics
by Stephen E. Fienberg
- 25-43 Sums Related to the Harmonic Series or the Inverse Tangent Function
In: Ramanujan’s Notebooks
by Bruce C. Berndt
- 25-44 Uncertainty Principles and Sampling Theorems
In: Fourier Techniques and Applications
by John F. Price
- 27-32 Postulates—The Bylaws of Mathematics
In: 3.1416 And All That
by Philip J. Davis & William G. Chinn
- 27-56 Steuerbarkeit, Zustandsrückführung und Polvorgabe
In: Lineare Kontrolltheorie
by Hans Wilhelm Knobloch & Huibert Kwakernaak
- 27-92 The Triparty — First Part
In: Nicolas Chuquet, Renaissance Mathematician
by Graham Flegg & Cynthia Hay & Barbara Moss
- 29-37 ΜΑΘΗΜΑΤΙΚΑ. — Actual Mathematical Solutions of Problems Posed by Reality, I. (A classical Procedure)
In: Selected Papers of Demetrios G. Magiros
by D. G. Magiros
- 29-69 A lively activity: To do mathematics
In: The Beauty of Doing Mathematics
by Serge Lang
- 30-39 A New Start for Mathematics Curriculum
In: New Directions in Two-Year College Mathematics
by Alan Tucker
- 31-48 Bifurcation and Choice Behaviour in Complex Systems
In: Bifurcation Analysis
by André de Palma
- 31-55 Statistics in the United Kingdom, 1939–45
In: A Celebration of Statistics
by G. A. Barnard & R. L. Plackett
- 32-62 Algebra in Italy
In: A History of Algebra
by Bartel Leenert van der Waerden
- 33-39 The Logical Lie Detector
In: 3.1416 And All That
by Philip J. Davis & William G. Chinn
- 33-47 H. E. Rauch, Theta Function Practitioner
In: Differential Geometry and Complex Analysis
by Hershel M. Farkas
- 35-61 A Survey of Methods for Determining Similarity Transformations
In: Group Invariance in Engineering Boundary Value Problems
by R. Seshadri & T. Y. Na
- 35-94 Topological Degree in Infinite Dimensions
In: Nonlinear Functional Analysis
by Klaus Deimling
- 36-49 Graduate school
In: I Want to be a Mathematician
by Paul R. Halmos
- 38-48 ΜΑΘΗΜΑΤΙΚΑ. — Actual Mathematical Solutions of Problems Posed by Reality, II. (Applications)
In: Selected Papers of Demetrios G. Magiros
by D. G. Magiros
- 38-65 Representations as Sums of Three Squares
In: Representations of Integers as Sums of Squares
by Emil Grosswald
- 39-83 Univariate Distributions
In: Probability Theory and Applications
by Enders A. Robinson
- 40-62 Number
In: 3.1416 And All That
by Philip J. Davis & William G. Chinn
- 41-52 Mathematics as a Course of Study in Problem Solving—Then and Now
In: New Directions in Two-Year College Mathematics
by Wade Ellis Jr.
- 41-60 Vector Bundles
In: Differential Manifolds
by Serge Lang
- 44-84 Combinatorial Analysis and Series Inversions
In: Ramanujan’s Notebooks
by Bruce C. Berndt
- 45-71 Fourier Techniques in Two Dimensions
In: Fourier Techniques and Applications
by R. N. Bracewell
- 45-88 Specification and Implementation of Age, Period and Cohort Models
In: Cohort Analysis in Social Research
by Stephen E. Fienberg & William M. Mason
- 47-59 The Topology of the Leaves
In: Geometric Theory of Foliations
by César Camacho & Alcides Lins Neto
- 49-62 Physical Problems Discussed Mathematically
In: Selected Papers of Demetrios G. Magiros
by Demetrios G. Magiros
- 49-63 Some loci in Teichmüller Space for Genus Six Defined by Vanishing Thetanulls
In: Differential Geometry and Complex Analysis
by Robert D. M. Accola
- 50-73 Learning to study
In: I Want to be a Mathematician
by Paul R. Halmos
- 50-76 Elliptic Problems — Solving the Algebraic Equations
In: Analysis of a Finite Element Method
by Granville Sewell
- 51-66 Some Remarks on the Nature of Structure and Metabolism in Living Matter
In: Bifurcation Analysis
by B. Leijnse
- 57-72 Rekonstruierbarkeit und dynamische Beobachter
In: Lineare Kontrolltheorie
by Hans Wilhelm Knobloch & Huibert Kwakernaak
- 57-87 The Fascination of Sand
In: A Celebration of Statistics
by Ole E. Barndorff-Nielsen & Preben Blæsild & Jens Ledet Jensen & Michael Sørensen
- 61-85 Holonomy and the Stability Theorems
In: Geometric Theory of Foliations
by César Camacho & Alcides Lins Neto
- 61-101 Vector Fields and Differential Equations
In: Differential Manifolds
by Serge Lang
- 62-73 Modern Symbolic Mathematical Computation Systems
In: Applications of Computer Algebra
by Paul S. Wang
- 62-90 Application of Similarity Analysis to Problems in Science and Engineering
In: Group Invariance in Engineering Boundary Value Problems
by R. Seshadri & T. Y. Na
- 63-64 The Philadelphia Story
In: 3.1416 And All That
by Philip J. Davis & William G. Chinn
- 63-75 From Viète to Descartes
In: A History of Algebra
by Bartel Leenert van der Waerden
- 63-77 Diffraction by a Semi-Infinite Screen With a Rounded End
In: Selected Papers of Demetrios G. Magiros
by Joseph B. Keller & Demetrios G. Magiros
- 65-70 Poinsot’s Points and Lines
In: 3.1416 And All That
by Philip J. Davis & William G. Chinn
- 65-73 Möbius Transformations and Clifford Numbers
In: Differential Geometry and Complex Analysis
by Lars V. Ahlfors
- 66-71 Legendre’s Theorem
In: Representations of Integers as Sums of Squares
by Emil Grosswald
- 67-99 The Analysis of Bifurcation Phenomena Associated with the Evolution of Urban Spatial Structure
In: Bifurcation Analysis
by M. Clarke & A. G. Wilson
- 71-78 Chaos and Polygons
In: 3.1416 And All That
by Philip J. Davis & William G. Chinn
- 71-127 Great problems of geometry and space
In: The Beauty of Doing Mathematics
by Serge Lang
- 72-83 Representations of Integers as Sums of Nonvanishing Squares
In: Representations of Integers as Sums of Squares
by Emil Grosswald
- 73-100 Some Mathematical Methods for Spectrum Estimation
In: Fourier Techniques and Applications
by John J. Benedetto
- 73-111 Steuerungsinvarianz
In: Lineare Kontrolltheorie
by Hans Wilhelm Knobloch & Huibert Kwakernaak
- 74-83 Learning to think
In: I Want to be a Mathematician
by Paul R. Halmos
- 74-94 Using VAXIMA to Write FORTRAN Code
In: Applications of Computer Algebra
by Stanly Steinberg & Patrick Roache
- 75-86 Polynomial Approximation in Quasidisks
In: Differential Geometry and Complex Analysis
by J. M. Anderson & F. W. Gehring & A. Hinkkanen
- 76-88 The Predecessors of Galois
In: A History of Algebra
by Bartel Leenert van der Waerden
- 77-93 Parabolic Problems
In: Analysis of a Finite Element Method
by Granville Sewell
- 78-87 ΕΦΗΡΜΟΣΜΕΝΑ ΜΑΘΗΜΑΤΙΚΑ. — On the linearization of nonlinear models of the phenomena. First part: Linearization by exact methods
In: Selected Papers of Demetrios G. Magiros
by Demetrios G. Magiros
- 79-87 Numbers, Point and Counterpoint
In: 3.1416 And All That
by Philip J. Davis & William G. Chinn
- 83-100 Technical Mathematics: A Dilemma
In: New Directions in Two-Year College Mathematics
by Keith Shuert
- 83-119 A Compact Symmetric Space—The Sphere
In: Harmonic Analysis on Symmetric Spaces and Applications I
by Audrey Terras
- 84-90 The Problem of the Uniqueness of Essentially Distinct Representations
In: Representations of Integers as Sums of Squares
by Emil Grosswald
- 84-104 The Institute
In: I Want to be a Mathematician
by Paul R. Halmos
- 85-108 Iterates of the Exponential Function and an Ingenious Formal Technique
In: Ramanujan’s Notebooks
by Bruce C. Berndt
- 85-123 Applications of Mathematical Expectation
In: Probability Theory and Applications
by Enders A. Robinson
- 87-93 An Inequality for Riemann Surfaces
In: Differential Geometry and Complex Analysis
by Lipman Bers
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