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Content
1984
1983
- 1-7 Introduction
In: Introduction to Statistical Modelling
by Annette J. Dobson
- 1-10 The Foundation of Algebraic Geometry from Severi to André Weil
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 1-11 An Overview of the Arguments Concerning the Development of a New Curriculum
In: The Future of College Mathematics
by Anthony Ralston
- 1-11 Counting
In: Perspectives of Elementary Mathematics
by Gerhard P. Hochschild
- 1-11 Fuzzy Set Theory: Past Present Future
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Paul P. Wang & Sam Earp & Enrique H. Ruspini
- 1-11 About the XIth International Symposium on Mathematical Programming
In: Mathematical Programming The State of the Art
by Achim Bachem & Bernhard Korte & Martin Grötschel
- 1-17 Absolute Values
In: Fundamentals of Diophantine Geometry
by Serge Lang
- 1-18 Algebraic Groups
In: Abelian Varieties
by Serge Lang
- 1-20 Brauer Factor Sets, Noether Factor Sets, and Crossed Products
In: Emmy Noether in Bryn Mawr
by Nathan Jacobson
- 1-36 Cardano’s Life and Writings
In: Girolamo Cardano
by Markus Fierz
- 1-41 The Infinite Linear Chain Compounds Hg3—δAsF6 and Hg3—δSbF6
In: Extended Linear Chain Compounds
by I. D. Brown & W. R. Datars & R. J. Gillespie
- 1-44 Systems with Many Particles
In: A Course in Mathematical Physics
by Walter Thirring
- 1-46 Introduction to Discrete Time
In: Markov Chains
by David Freedman
- 1-63 Restricting the Range
In: Approximating Countable Markov Chains
by David Freedman
- 1-75 Addition of Sequences: Study of Density Relationships
In: Sequences
by H. Halberstam & K. F. Roth
- 1-101 Brownian Motion
In: Brownian Motion and Diffusion
by David Freedman
- 3-27 Programming in Pascal
In: Introduction to Numerical Computation in Pascal
by P. M. Dew & K. R. James
- 8-20 Model Fitting
In: Introduction to Statistical Modelling
by Annette J. Dobson
- 11-36 Zur Nullstellentheorie der Polynomideale
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 12-23 Integers
In: Perspectives of Elementary Mathematics
by Gerhard P. Hochschild
- 13-26 Who Takes Elementary Mathematics Courses? Why? A Guess, and Some Problems for Change
In: The Future of College Mathematics
by Gail S. Young
- 13-30 Advances in Fuzzy Sets — An Overview
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Arnold Kaufmann
- 15-56 Predictor-Corrector and Simplicial Methods for Approximating Fixed Points and Zero Points of Nonlinear Mappings
In: Mathematical Programming The State of the Art
by E. L. Allgower & K. Georg
- 18-49 Proper Sets of Absolute Values. Divisors and Units
In: Fundamentals of Diophantine Geometry
by Serge Lang
- 19-53 General Theorems on Abelian Varieties
In: Abelian Varieties
by Serge Lang
- 21-26 Exponential Family of Distributions and Generalized Linear Models
In: Introduction to Statistical Modelling
by Annette J. Dobson
- 21-40 Noether’s Problem in Galois Theory
In: Emmy Noether in Bryn Mawr
by Richard G. Swan
- 24-35 Fractions
In: Perspectives of Elementary Mathematics
by Gerhard P. Hochschild
- 27-34 Estimation
In: Introduction to Statistical Modelling
by Annette J. Dobson
- 27-42 Symbolic manipulation and algorithms in the curriculum of the first two years
In: The Future of College Mathematics
by Herbert S. Wilf
- 28-43 Principles of Mathematical Software
In: Introduction to Numerical Computation in Pascal
by P. M. Dew & K. R. James
- 31-36 A Survey of Some Aspects on the Research Work of Fuzzy Topology in China
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Pu Bao-ming & Liu Ying-ming
- 35-43 Inference
In: Introduction to Statistical Modelling
by Annette J. Dobson
- 36-49 Linearity
In: Perspectives of Elementary Mathematics
by Gerhard P. Hochschild
- 37-47 Some Properties in Fuzzy Convex Sets
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Liu Ying-Ming
- 37-55 Der Multiplizitätsbegriff der algebraischen Geometrie
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 37-55 Cardano the Physician
In: Girolamo Cardano
by Markus Fierz
- 41-45 Noether Normalization
In: Emmy Noether in Bryn Mawr
by Judith D. Sally
- 43-54 Problem Solving and Modeling in the First Two Years
In: The Future of College Mathematics
by William F. Lucas
- 43-142 The Synthesis and Static Magnetic Properties of First-Row Transition-Metal Compounds with Chain Structures
In: Extended Linear Chain Compounds
by William E. Hatfield & William E. Estes & Wayne E. Marsh & M. Wayne Pickens & Leonard W. ter Haar & Robert R. Weller
- 44-56 Multiple Regression
In: Introduction to Statistical Modelling
by Annette J. Dobson
- 44-69 Basic Mathematics and Applications
In: Introduction to Numerical Computation in Pascal
by P. M. Dew & K. R. James
- 45-143 Thermostatics
In: A Course in Mathematical Physics
by Walter Thirring
- 47-57 Some Non-commutative Methods in Algebraic Number Theory
In: Emmy Noether in Bryn Mawr
by Olga Taussky
- 47-81 Ratio Limit Theorems
In: Markov Chains
by David Freedman
- 49-57 “Non-Standard” Concepts in Fuzzy Topology
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Umberto Cerruti
- 50-60 Multilinear Algebra
In: Perspectives of Elementary Mathematics
by Gerhard P. Hochschild
- 50-75 Heights
In: Fundamentals of Diophantine Geometry
by Serge Lang
- 55-70 The Mathematical Needs of Students in the Physical Sciences
In: The Future of College Mathematics
by Jack Lochhead
- 55-83 The Theorem of the Square
In: Abelian Varieties
by Serge Lang
- 56-87 Natural Philosophy and Theology
In: Girolamo Cardano
by Markus Fierz
- 56-100 Eine Verallgemeinerung des Bézoutschen Theorems
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 57-73 Analysis of Variance and Covariance
In: Introduction to Statistical Modelling
by Annette J. Dobson
- 57-77 Polyhedral Theory and Commutative Algebra
In: Mathematical Programming The State of the Art
by L. J. Billera
- 59-70 The Spaces of Fuzzy Probability and Possibility (I)
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Zhende Huang & Tong Zhengxiang
- 59-101 Representations of Lie Groups and the Orbit Method
In: Emmy Noether in Bryn Mawr
by Michele Vergne
- 61-78 Polynomials
In: Perspectives of Elementary Mathematics
by Gerhard P. Hochschild
- 64-94 Restricting the Range: Applications
In: Approximating Countable Markov Chains
by David Freedman
- 70-92 Real Numbers, Machine Numbers and Errors
In: Introduction to Numerical Computation in Pascal
by P. M. Dew & K. R. James
- 71-74 Engineering Needs and the College Mathematics Core
In: The Future of College Mathematics
by Isaac Greber
- 71-80 An Algebraic System Generalizing the Fuzzy Subsets of a Set
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Cao Zhi-Qiang
- 74-90 Binary Variables and Logistic Regression
In: Introduction to Statistical Modelling
by Annette J. Dobson
- 75-80 The First Two Years of Mathematics at the University as it relates to the mathematical needs of students in the social sciences
In: The Future of College Mathematics
by Robert Z. Norman
- 76-94 Geometric Properties of Heights
In: Fundamentals of Diophantine Geometry
by Serge Lang
- 76-106 Addition of Sequences: Study of Representation Functions by Number Theoretic Methods
In: Sequences
by H. Halberstam & K. F. Roth
- 78-86 Reminiscences About the Origins of Linear Programming
In: Mathematical Programming The State of the Art
by G. B. Dantzig
- 79-92 The Exponential Function
In: Perspectives of Elementary Mathematics
by Gerhard P. Hochschild
- 81-87 Mathematics in Business and Management
In: The Future of College Mathematics
by Stanley Zionts
- 81-96 From the Fuzzy Statistics to the Falling Random Subsets
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Wang Pei-zhuang
- 82-110 Some Invariance Principles
In: Markov Chains
by David Freedman
- 85-122 Divisor Classes on an Abelian Variety
In: Abelian Varieties
by Serge Lang
- 87-114 Penalty Functions
In: Mathematical Programming The State of the Art
by R. Fletcher
- 88-116 De Subtilitate and De Rerum Varietate
In: Girolamo Cardano
by Markus Fierz
- 89-97 Mathematics Curriculum and the Needs of Computer Science
In: The Future of College Mathematics
by William L. Scherlis & Mary Shaw
- 91-105 Contingency Tables and Log-Linear Models
In: Introduction to Statistical Modelling
by Annette J. Dobson
- 93-106 Integration
In: Perspectives of Elementary Mathematics
by Gerhard P. Hochschild
- 95-119 Solution of Non-linear Equations in One Variable: Newton’s Method
In: Introduction to Numerical Computation in Pascal
by P. M. Dew & K. R. James
- 95-127 Constructing the General Markov Chain
In: Approximating Countable Markov Chains
by David Freedman
- 95-137 Heights on Abelian Varieties
In: Fundamentals of Diophantine Geometry
by Serge Lang
- 97-105 On Fuzzy Relations and Partitions
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by B. Bouchon & G. Cohen
- 99-110 Developing Mathematical Maturity
In: The Future of College Mathematics
by Lynn Arthur Steen
- 101-126 Topologische Begründung des Kalküls der abzählenden Geometrie
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 102-179 Diffusion
In: Brownian Motion and Diffusion
by David Freedman
- 103-115 Conservation Laws and Their Application in Global Differential Geometry
In: Emmy Noether in Bryn Mawr
by Karen Uhlenbeck
- 107-117 The Sphere in 3-Space
In: Perspectives of Elementary Mathematics
by Gerhard P. Hochschild
- 107-136 Fuzzy Set Structure with Strong Implication
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Zhang Jinwen
- 107-185 Addition of Sequences: Study of Representation Functions by Probability Methods
In: Sequences
by H. Halberstam & K. F. Roth
- 111-119 A Two-Year Lower-Division Mathematics Sequence
In: The Future of College Mathematics
by D. Bushaw
- 111-137 The Boundary
In: Markov Chains
by David Freedman
- 115-131 Applications of the FKG Inequality and Its Relatives
In: Mathematical Programming The State of the Art
by R. L. Graham
- 117-118 Finite Simple Groups
In: Emmy Noether in Bryn Mawr
by Walter Feit
- 117-124 Astrology
In: Girolamo Cardano
by Markus Fierz
- 119-131 L 2-Cohomology and Intersection Cohomology of Certain Arithmetic Varieties
In: Emmy Noether in Bryn Mawr
by Armand Borel
- 120-139 Solution of Non-linear Equations in One Variable: Interval Methods
In: Introduction to Numerical Computation in Pascal
by P. M. Dew & K. R. James
- 121-133 How to Cure the Plague of Calculus (or Revisions in the Introductory Mathematics Curriculum)
In: The Future of College Mathematics
by Fred S. Roberts
- 123-146 Functorial Formulas
In: Abelian Varieties
by Serge Lang
- 125-155 The Interpretation of Dreams
In: Girolamo Cardano
by Markus Fierz
- 127-130 Zur Begründung des Restsatzes mit dem Noetherschen Fundamentalsatz
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 128-130 Appendix
In: Approximating Countable Markov Chains
by David Freedman
- 131-143 Zur algebraischen Geometrie I
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 132-157 Semi-Infinite Programming and Applications
In: Mathematical Programming The State of the Art
by S.-Å. Gustafson & K. O. Kortanek
- 133-137 Emmy Noether in Erlangen and Göttingen
In: Emmy Noether in Bryn Mawr
by P. Emiliana & Gottfried E. Noether
- 135-143 Principles for a Lower-Division Discrete-Systems-Oriented Mathematics Sequence
In: The Future of College Mathematics
by Alan Tucker
- 137-148 Inference Regions for Fuzzy Propositions
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by I. B. Türksen
- 138-157 The Mordell-Weil Theorem
In: Fundamentals of Diophantine Geometry
by Serge Lang
- 138-171 Introduction to Continuous Time
In: Markov Chains
by David Freedman
- 139-146 Emmy Noether in Bryn Mawr
In: Emmy Noether in Bryn Mawr
by Grace S. Quinn & Ruth S. McKee & Marguerite Lehr & Olga Taussky
- 140-188 Systems of Linear Equations
In: Introduction to Numerical Computation in Pascal
by P. M. Dew & K. R. James
- 143-191 Ferromagnetism in Linear Chains
In: Extended Linear Chain Compounds
by R. D. Willett & R. M. Gaura & C. P. Landee
- 144-150 Zur algebraischen Geometrie II
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 144-208 Thermodynamics
In: A Course in Mathematical Physics
by Walter Thirring
- 145-151 Statistics in the Two-Year Curriculum
In: The Future of College Mathematics
by Richard A. Alo’
- 147-159 The Study of Linear Associative Algebras in the United States, 1870–1927
In: Emmy Noether in Bryn Mawr
by Jeanne LaDuke
- 147-177 The Picard Variety of an Arbitrary Variety
In: Abelian Varieties
by Serge Lang
- 149-179 Fuzzy Tree Grammar and Fuzzy Forest Grammar
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Shang-Yong Chu
- 151-155 Zur algebraischen Geometrie III
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 153-175 The Effects of a New College Mathematics Curriculum on High School Mathematics
In: The Future of College Mathematics
by Stephen B. Maurer
- 156-161 Zur algebraischen Geometrie IV
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 156-166 On the Art of Living with Oneself
In: Girolamo Cardano
by Markus Fierz
- 158-187 The Thue-Siegel-Roth Theorem
In: Fundamentals of Diophantine Geometry
by Serge Lang
- 158-201 Applications of Matroid Theory
In: Mathematical Programming The State of the Art
by M. Iri
- 161-171 Emmy Noether: Historical Contexts
In: Emmy Noether in Bryn Mawr
by Uta C. Merzbach
- 162-167 Zur algebraischen Geometrie V
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 167-176 Postscript
In: Girolamo Cardano
by Markus Fierz
- 168-194 Zur algebraischen Geometrie VI
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 172-215 Examples for the Stable Case
In: Markov Chains
by David Freedman
- 177-189 The Effects of a New Discrete Mathematics Curriculum on the Training of Teachers of Mathematics
In: The Future of College Mathematics
by Julian Weissglass
- 179-195 The l-Adic Representations
In: Abelian Varieties
by Serge Lang
- 180-217 Appendix
In: Brownian Motion and Diffusion
by David Freedman
- 181-198 Fuzzy Production Rules: A Learning Methodology
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by L. Lesmo & L. Saitta & P. Torasso
- 186-237 Sieve Methods
In: Sequences
by H. Halberstam & K. F. Roth
- 188-224 Siegel’s Theorem and Integral Points
In: Fundamentals of Diophantine Geometry
by Serge Lang
- 189-212 Numerical Integration: Fixed-point Rules
In: Introduction to Numerical Computation in Pascal
by P. M. Dew & K. R. James
- 191-199 The Impact of a New Curriculum on Remedial Mathematics
In: The Future of College Mathematics
by Donald J. Albers
- 193-261 Magnetic Resonance in Ion-Radical Organic Solids
In: Extended Linear Chain Compounds
by Zoltán G. Soos & Stephen R. Bondeson
- 195-200 Zur algebraischen Geometrie VII
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 197-229 Algebraic Systems of Abelian Varieties
In: Abelian Varieties
by Serge Lang
- 199-216 Decision Support with Fuzzy Production Systems
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Thomas Whalen & Brian Schott
- 201-204 Zur algebraischen Geometrie
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 201-208 Finite Mathematics — Then and Now
In: The Future of College Mathematics
by John G. Kemeny
- 202-234 Recent Results in the Theory of Machine Scheduling
In: Mathematical Programming The State of the Art
by E. L. Lawler
- 205-211 Zur algebraischen Geometrie VIII
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 209-221 Problems of Implementing a New Mathematics Curriculum
In: The Future of College Mathematics
by Stephen J. Garland & Donald L. Kreider
- 209-277 Physical Systems
In: A Course in Mathematical Physics
by Walter Thirring
- 212-224 Zur algebraischen Geometrie IX
In: Zur algebraischen Geometrie
by Wei-Liang Chow
- 213-260 Numerical Integration: Adaptive Methods
In: Introduction to Numerical Computation in Pascal
by P. M. Dew & K. R. James
- 216-251 The Stable Case
In: Markov Chains
by David Freedman
- 217-236 Imprecision in Computer Vision
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Ramesh Jain & Susan Haynes
- 223-234 Problems in Instituting a New Mathematics Curriculum at a University
In: The Future of College Mathematics
by Lida K. Barrett
- 225-232 Zur algebraischen Geometrie X
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 225-246 Hilbert’s Irreducibility Theorem
In: Fundamentals of Diophantine Geometry
by Serge Lang
- 233-249 Zur algebraischen Geometrie XI
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 235-242 Arithmetic in the Computer/Calculator Age
In: The Future of College Mathematics
by R. D. Anderson
- 235-257 Submodular functions and convexity
In: Mathematical Programming The State of the Art
by L. Lovász
- 237-251 Fuzzy Programming: Why and How? — Some Hints and Examples
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Henri Prade
- 238-274 Primitive Sequences and Sets of Multiples
In: Sequences
by H. Halberstam & K. F. Roth
- 243-248 A Lower-Division Mathematics Curriculum Consisting of a Year of Calculus and a Year of Discrete Mathematics
In: The Future of College Mathematics
by Richard D. Alo & D. Bushaw & Donald L. Kreider & Jack Lochhead & William L. Scherlis & Albert W. Tucker & Julian Weissglass
- 247-265 Weil Functions and Néron Divisors
In: Fundamentals of Diophantine Geometry
by Serge Lang
- 249-260 An Integrated Two-Year Curriculum—Report of a Workshop
In: The Future of College Mathematics
by Lida K. Barrett & Isaac Greber & Robert Z. Norman & H. O. Pollak & Ronald E. Prather & Fred Roberts & Herbert S. Wilf & Stanley Zionts
- 250-252 Zur algebraischen Geometrie XII
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 252-296 More Examples for the Stable Case
In: Markov Chains
by David Freedman
- 253-272 Zur algebraischen Geometrie XIII
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 253-276 A Fuzzy, Heuristic, Interactive Approach to the Optimal Network Problem
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Didier Dubois
- 258-287 Recent Developments in Algorithms and Software for Trust Region Methods
In: Mathematical Programming The State of the Art
by J. J. Moré
- 263-317 Salts of 7,7,8,8- Tetracyano-p-quinodimethane with Simple and Complex Metal Cations
In: Extended Linear Chain Compounds
by Helmut Endres
- 266-295 Néron Functions on Abelian Varieties
In: Fundamentals of Diophantine Geometry
by Serge Lang
- 273-296 Zur algebraischen Geometrie XIV
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 277-305 Application of Fuzzy Set Theory to Economics
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Guo Quan Chen & Samuel C. Lee & Eden S. H. Yu
- 288-311 Variable Metric Methods for Constrained Optimization
In: Mathematical Programming The State of the Art
by M. J. D. Powell
- 296-323 Algebraic Families of Néron Functions
In: Fundamentals of Diophantine Geometry
by Serge Lang
- 297-307 Zur algebraischen Geometrie XV
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 297-328 The General Case
In: Markov Chains
by David Freedman
- 307-323 Use of Fuzzy Logic for Implementing Rule-Based Control of Industrial Processes
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by E. H. Mamdani & J. J. Østergaard & E. Lembessis
- 308-319 Die Bedeutung des Bewertungsbegriffs für die algebraische Geometrie
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 312-345 Polyhedral Combinatorics
In: Mathematical Programming The State of the Art
by W. R. Pulleyblank
- 319-351 Linear Chain 1,2-Dithiolene Complexes
In: Extended Linear Chain Compounds
by L. Alcácer & H. Novais
- 320-361 Divisorenklassen in algebraischen Funktionenkörpern
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 324-345 Néron Functions Over the Complex Numbers
In: Fundamentals of Diophantine Geometry
by Serge Lang
- 325-334 A New Approach to Design of Fuzzy Controller
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by M. Sugeno & T. Takagi
- 329-366 Appendix
In: Markov Chains
by David Freedman
- 335-349 Advanced Results on Applications of Fuzzy Switching Functions to Hazard Detection
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Masao Mukaidono
- 346-367 Generalized Equations
In: Mathematical Programming The State of the Art
by Stephen M. Robinson
- 351-376 The Application of Fuzzy Set Theory to a Risk Analysis Model of Computer Security
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Wilker Shane Bruce & Abraham Kandel
- 353-415 The Spin-Peierls Transition
In: Extended Linear Chain Compounds
by James W. Bray & Leonard V. Interrante & Israel S. Jacobs & Jill C. Bonner
- 362-366 Über einfache Punkte von algebraischen Mannigfaltigkeiten
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 367-388 Birationale Transformation von linearen Scharen auf algebraischen Mannigfaltigkeiten
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 368-390 Generalized Subgradients in Mathematical Programming
In: Mathematical Programming The State of the Art
by R. T. Rockafellar
- 377-386 Fuzzy Models of Human Problem Solving
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by William B. Rouse
- 387-403 A Concept of a Fuzzy Ideal for Multicriteria Conflict Resolution
In: Advances in Fuzzy Sets, Possibility Theory, and Applications
by Yee Leung
- 389-399 Zur algebraischen Geometrie 16
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 391-416 Nondegeneracy Problems in Cooperative Game Theory
In: Mathematical Programming The State of the Art
by J. Rosenmüller
- 400-406 Zur algebraischen Geometrie 17
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 407-409 Zur algebraischen Geometrie 18
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 410-426 Zur algebraischen Geometrie 19
In: Zur algebraischen Geometrie
by B. L. van der Waerden
- 417-438 Conic Methods for Unconstrained Minimization and Tensor Methods for Nonlinear Equations
In: Mathematical Programming The State of the Art
by R. B. Schnabel
- 417-441 Polypyrrole: An Electrochemical Approach to Conducting Polymers
In: Extended Linear Chain Compounds
by A. F. Diaz & K. K. Kanazawa
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