Richard Ernest Bellman

Magic, mathematics and mystery.
2004

Introduction to Matrix Analysis
1995

Chandrasekhar's Planetary Problem with Internal Sources.
1967

The invariant imbedding equations for the dissipation functions of an inhomogenous finite slab with anisotropic scattering [by] R. Bellman [and others]
1967

A New Derivation of the IntegroDifferential Equations for Chandrasekhar's X and Y Functions
1967

A computational approach to Chandrasekhar's planetary problem
1966

Diffuse transmission of light from a central source through an inhomogeneous spherical shell with isotropic scattering
1966

Linearization Based Upon Differential Approximation and Galerkin's Method
1966

A new approach to the numerical solution of a class of linear and nonlinear integral equations of Fredholm type
1966

Numerical inversion of Laplace transforms and some inverse problems in radiative transfer
1966

Numerical Results for the Estimation of Source Distributions from External Radiation Field Measurements
1966

On the Computational Solution of an Equation Arising in Chemotherapy Using Numerical Inversion of the Laplace Transform.
1966

On the construction of a mathematical theory of the identification of systems
1966

On the identification of systems and the unscrambling of data—III: Onedimensional wave and diffusion processes [by] R. Bellman [and others]
1966

Quasilinearization and the Estimation of Time Lags
1966

Segmental differential approximation and biological systems: An analysis of a metabolic process
1966

A Simulation of the Initial Psychiatric Interview.
1966

Timedependent diffuse reflection from slabs with multiple scattering
1966

Alternative techniques for the invariant imbedding of rarefied couette flows
1965

Analytical and computational techniques for multiple scattering in inhomogeneous slabs
1965

Automation, Jobs and the Golden Rule.
1965

Computational Results for Diffuse Transmission and Reflection for Homogeneous Finite Slabs with Isotropic Scattering.
1965

Computational Solution of Radiative Transfer Problems in Cloud Physics
1965

Dynamic programming and an inverse problem in neutron transport theory
1965

Dynamic programming, generalized states, and switching systems
1965

Dynamic programming, system identification, and suboptimization
1965

Estimation of internal source distributions using external field measurements in radiative transfer
1965

Invariant imbedding and a reformulation of the internal intensity problem in transport theory
1965

Invariant imbedding and nonvariational principles in analytical dynamics
1965

Invariant imbedding and perturbation techniques applied to diffuse reflection from spherical shells
1965

Invariant imbedding and the computation of internal fields for transport processes
1965

Invariant imbedding and the numerical integration of boundaryvalue problems for unstable linear systems of ordinary differential equations
1965

Inverse Problems in Ecology
1965

Mathematical Aspects of the Theory of Systems
1965

Mathematical Dowsers and Digital Diviners.
1965

Mathematical experimentation in timelag modulation
1965

Mathematical Problems Arising in Biomedical Research.
1965

A note on the identification of linear systems
1965

A note on the solution of polynomial congruences
1965

Numerical results for Chandrasekhar's X and Y functions of radiative transfer
1965

Numerical results for the auxiliary equation of radiative transfer
1965

On a Class of Nonlinear Differential Equations with Nonunique Solutions.
1965

On analogues of Poincar*eLyapunov theory for multipoint boundaryvalue problems
1965

On a new approach to the numerical solution of a class of partial differential integral equations of transport theory
1965

On Proving Theorems in Plane Geometry via Digital Computer.
1965

Projective Metrics in Dynamic Programming
1965

Quasilinearization and nonlinear boundaryvalue problems
1965

Quasilinearization and the estimation of chemical rate constants from raw kinetic data [by] R. Bellman [and others]
1965

Quasilinearization, invariant imbedding, and the calculation of eigenvalues
1965

Abstraction and Pattern Classification
1964

Adaptive Segmental Differential Approximation.
1964

Another computational approach to a mathematical model of turbulence
1964

Application of a New Approach to the Computational Solution of a System of Two Nonlinear Partial Differential Equations.
1964

An Application of Dynamic Programming to LocationAllocation Problems
1964

An Application of Dynamic Programming to the Coloring of Maps.
1964

Bigger and Better Mathematicians
1964

Challenges of Modern Control Theory.
1964

Chemotherapy, Convolutional Equations, and Differential Approximation.
1964

Creativity and Research in the University
1964

Dynamic Programming and IllConditioned Linear SystemsII.
1964

Dynamic programming, invariant imbedding and quasilinearization: comparisons and interconnections
1964

Dynamic Programming, Learning, and Adaptive Processes.
1964

Estimation of Heart Parameters Using Skin Potential Measurements.
1964

Identification of Differential Systems with TimeVarying Coefficients.
1964

Identification of linear systems via numerical inversion of Laplace transforms
1964

Invariant Imbedding and a Resolvent of the PhotonDiffusion Equation
1964

Invariant Imbedding and Nonlinear Filtering Theory
1964

Invariant Imbedding and Scattering of Light in a OneDimensional Medium with a Moving Boundary.
1964

Invariant imbedding and timedependent transport processes
1964

Invariant Imbedding and TimeDependent Transport ProcessesDiffuse Reflection with DeltaFunction Input
1964

Invariant Imbedding, Particle Interaction and Conservation Relations.
1964

Inverse Problems in Radiative Transfer: Layered Media
1964

Nonlinear extrapolation and twopoint boundary value problems
1964

Numerical integration of a differentialdifference equation with a decreasing timelag
1964

Numerical Solution of Functional Equations by Means of Laplace Transform—III: The Diffusion Equation
1964

Numerical Solution of Functional Equations by Means of Laplace TransformIV : Nonlinear Equations.
1964

Numerical Solution of Functional Equations by Means of Laplace Transform—V: Mismatched Systems of Linear Differential Equations
1964

Numerical Solution of Functional Equations by Means of Laplace Transform—VI: Stochastic TimeOptimal Control
1964

Numerical Solution of Functional Equations by Means of Laplace Transform—VIII: Determination of Weighting Functions
1964

Numerical Solutions of Functional Equations by Means of Laplace Transform—VII: The Mellin Transform
1964

Numerical Studies of a TwoPoint Nonlinear Boundary Value Problem Using Dynamic Programming, Invariant Imbedding, and Quasilinearization
1964

On Computational Approaches to Some Mathematical Models of Turbulence.
1964

On the Application of Dynamic Programming to the Determination of Optimal Play in Chess and Checkers.
1964

On the Computational Solution of a Class of Functional Differential Equations.
1964

On the computational solution of twopoint boundaryvalue problems, by R. Bellman and T.A. Brown.
1964

On the Identification of Systems and the Unscrambling of Data: Some Problems Suggested by Neurophysiology
1964

On the Identification of Systems and the Unscrambling of DataI: Hidden Periodicities.
1964

On the identification of systems and the unscrambling of Data—II: An inverse problem in radiative transfer
1964

On the Riesz Representation Theorem.
1964

Oscillatory and Unimodal Properties of Solutions of Second Order Linear Differential Equations.
1964

Quasilinearization, BoundaryValue Problems and Linear Programming.
1964

Relative Invariants and Closure.
1964

Science, Technology and the Automation Explosion
1964

Segmental Differential Approximation and the ''Black Box'' Problem
1964

Sensitivity analysis and invariant imbedding
1964

Some Directions of Research in Dynamic Programming.
1964

Wengert's Numerical Method for Partial Derivatives, Orbit Determination, and Quasilinearization.
1964

Closure Techniques for Infinite Systems of Differential Equations.
1963

Differential Approximation Applied to the Solution of Convolution Equations.
1963

DifferentialDifference Equations
1963

Dynamic programming and illconditioned linear systems
1963

Dynamic Programming and Mathematical Economics
1963

Existence and Uniqueness Theorems in Invariant Imbedding—II: Convergence of a New Difference Algorithm
1963

Invariant Imbedding and Rarefied Gas Dynamics.
1963

Invariant Imbedding and the Integration of Hamilton's Equations
1963

An Inverse Problem in Dynamic Programming and Automatic Control.
1963

A mathematical model of drug distribution in the body; implications for cancer chemotherapy [by] Richard Bellman [and others]
1963

A Mathematical Model of Radiation and Population of Cell Colonies—I: TwoDimensional RandomWalk Model
1963

Mathematical optimization techniques;[papers]
1963

A Note on Differential Approximation and Orthogonal Polynomials.
1963

A Note on Invariant Imbedding and Generalized SemiGroups.
1963

A Note on Nonlinear Summability Techniques in Invariant Imbedding.
1963

A Note on the Computational Solution of a System of Differential Equations with Varying TimeLags.
1963

A Numerical Approach to the Convolution Equations of a Mathematical Model of Chemotherapy.
1963

Numerical inversion of the Laplace transform
1963

Numerical Solution of Functional Equations by Means of Laplace Transform—II: DifferentialDifference Equations
1963

Numerical Solution of Functional Equations by Means of Laplace TransformI : Renewal Equation.
1963

On the Nonnegativity of Green's Functions
1963

Psychiatric Interviewing and Multistage Decision Processes of Adaptive Type.
1963

Quasilinearization, system identification and prediction
1963

Some Applications of Polynomial Approximation to Dynamic Programming
1963

Applied Dynamic Programming
1962

Dynamic Programming Applied to Control Processes Governed by General Functional Equations.
1962

Dynamic programming, intelligent machines, and selforganizing systems.
1962

Formal Solutions of Analytic Differential Equations.
1962

Functional equations in the theory of dynamic programming—XII: An application of the maximum transform
1962

Invariant Imbedding and Diffuse Reflection from a TwoDimensional Flat Layer
1962

Invariant Imbedding and Diffuse Reflection of Radiation Due to a Distributed Point SourceI and II.
1962

Invariant Imbedding and Diffuse Reflection of Radiation from a Collimated Point SourceIII.
1962

Invariant Imbedding and Noncoherent Scattering in a Finite, Inhomogeneous Atmosphere.
1962

Invariant Imbedding and Radiative Transfer in Slabs of Finite Thickness.
1962

Invariant Imbedding and the Townsend Avalanche
1962

Invariant Imbedding and TimeDependent Diffuse Reflection by a Finite Inhomogeneous Flat Layer
1962

Modern mathematics, magical computers, and a cornucopia of applications: Polynomial approximation and the computational solution of dynamic programming problems
1962

Modern mathematics, magical computers, and a cornucopia of applications: Quasilinearization or twopoint boundaryvalue problems made easy
1962

Modern mathematics, magical computers, and a cornucopia of applications: Stochastic control processes or button, button, who's got the button
1962

Modern mathematics, magical computers, and a cornucopia of applications: Neutron transport theory or building reactors for fun and profit
1962

Modern mathematics, magical computers, and a cornucopia of applications: Computational solution of nonlinear boundary value problems via quasilinearization
1962

Modern mathematics, magical computers, and a cornucopia of applications: Saving computer storage or look, Ma, no memory!
1962

A New Formalism in Perturbation Theory Using Continued Fractions.
1962

A Note on Dynamic Programming and Perturbation Theory.
1962

A Note on Hamilton's Equations and Invariant Imbedding.
1962

On a New Approach to the Computational Solution of Partial Differential Equations
1962

On Asymptotic Behavior of Solutions of SecondOrder Differential Equations
1962

On Some Questions Arising in the Approximate Solution of Nonlinear Differential Equations
1962

On Systems of Linear Inequalities in Hermitian Matrix Variables
1962

On the Approximation of Curves by Line Segments Using Dynamic Programming — II
1962

On the Diffuse Reflection of Parallel Rays by an Inhomogeneous Flat Layer as a Limiting Process
1962

On the Maximum Transform and Semigroups of Transformations
1962

On the Numerical Solution of a DifferentialDifference Equation Arising in Analytic Number Theory
1962

Orbit Determination as a Multipoint Boundary Value Problem and Quasilinearization
1962

Polynomial approximation: a new computational technique in dynamic programming—I: Allocation processes
1962

Some questions concerning difference approximations to partial differential equations.
1962

Vector Lyapunov Functions.
1962

Applications of dynamic programming to space guidance, satellites, and trajectories.
1961

Dynamic programming and "difficult crossing" puzzles.
1961

Dynamic programming and linear prediction theory.
1961

Dynamic programming treatment of the traveling salesman problem.
1961

From chemotherapy to computers to trajectories.
1961

Interrupted Stochastic Control Processes.
1961

Invariant imbedding and random walk.
1961

Mathematical experimentation and biological research.
1961

New directions of research in the theory of differential equations.
1961

On a new computational solution of timedependent processesI: a onedimensional case.
1961

On a new functional transform in analysis: the maximum transform.
1961

On Some Mathematical Recreations.
1961

On the Approximation of Curves by Line Segments Using Dynamic Programming.
1961

On the asymptotic behavior of solutions of nonlinear differential equations.
1961

On the computational solution of a class of nonlinear differentialdifference equations.
1961

On the iterative solution of twopoint boundary value problems.
1961

On the Reduction of Dimensionality for Classes of Dynamic Programming Processes.
1961

On variationdiminishing property of Green's function K(x,y). The method followed is that used for obtaining the absolute minimum J(u) contained in a particular related quadratic form.
1961

On Various Versions of the Defective Coin Problem.
1961

Dynamic programming, sequential estimation, and sequential detection processes.
1960

Functional equations in the theory of dynamic programming—XII: Complex operators and minmax variation
1960

Invariant imbedding and mathematical physicsI: particle processes.
1960

A mathematical formulation of variational processes of adaptive type.
1960

On kth best policies.
1960

Perspectives of dynamic programming.
1960

The reciprocity formula for multidimensional theta functions.
1960

Reduction of dimensionality, dynamic programming, and control processes.
1960

Some Mathematical Aspects of Optimal Predation in Ecology and Boviculture.
1960

An application of dynamic programming to the determination of optimal satellite trajectories.
1959

Dynamic Programming and Adaptive Processes — I: Mathematical Foundation
1959

Dynamic Programming and Classical Analysis.
1959

Dynamic Programming and Feedback Control
1959

Dynamic Programming, Invariant Imbedding and TwoPoint Boundary Value Problems
1959

Functional Approximations and Dynamic Programming
1959

Functional equations and successive approximations in linear and nonlinear programming.
1959

Functional equations in the theory of dynamic programmingXI: limit theorems.
1959

Invariant imbedding and neutron transport in a rod of changing length.
1959

Invariant imbedding, random walk, and scatteringII: discrete versions.
1959

A mathematical theory of adaptive control processes.
1959

On control of reactor shutdown involving minimal xenon poisoning.
1959

On the application of dynamic programming to a class of implicit variational problems.
1959

On the Computational Solution of DynamicProgramming ProcessesXIV: MissileAllocation Problems
1959

Some mathematical aspects of chemotherapyI: oneorgan models.
1959

Transport theory and invariant imbedding.
1959

What is dynamic programming?.
1959

Approximation in policy space, linear, and nonlinear programming.
1958

Combinatorial processes and dynamic programming.
1958

The distribution of a drug in the body.
1958

Functional equations and maximum range.
1958

Functional equations in the theory of dynamic programming—IX: Variational analysis, analytic continuation, and imbedding of operators
1958

Functional equations in the theory of dynamic programming—X: Resolvents, characteristic functions, and values
1958

Functional equations, wave propagation, and invariant imbedding.
1958

Invariant imbedding and neutron transport theoryII: functional equations.
1958

Invariant imbedding and wave propagation in stochastic media.
1958

Invariant Imbedding and Wave Propagation in Stochastic Media
1958

On an application of dynamic programming to the synthesis of logical systems.
1958

On communication processes involving learning and random duration.
1958

On control of reactor shutdown involving minimal xenon poisoning.
1958

On the computational solution of dynamicprogramming processesVII: radar nets.
1958

Some applications of dynamic programming to communication and information theory.
1958

Some aspects of the mathematical theory of control processes
1958

Computational Solutions of DynamicProgramming Processes — VI : On the OptimalTrajectory Problem
1957

Dynamic programming and mean square deviation.
1957

Dynamic Programming and Stochastic Control Processes
1957

Dynamic programming and the computational solution of feedback design control problems.
1957

Dynamic programming and the reliability of multicomponent devices.
1957

Dynamic Programming and the Variational Solution of the ThomasFermi Equation.
1957

Dynamic programming and the variation of Green's functions.
1957

Dynamicprogramming approach to optimal inventory processes with delay in delivery.
1957

Dynamic programming, nonlinear variational processes, and successive approximations.
1957

Dynamic programming, successive approximations, and variational problems of combinatorial nature.
1957

Functional equations in the theory of dynamic programming—VIII: The variation of Green's functions—onedimensional case
1957

Invariant imbedding, wave propagation, and the WKB approximation.
1957

A Markovian decision process.
1957

Multidimensional maximization and dynamic programming.
1957

A note on monotone convergence to solutions of firstorder differential equations.
1957

A note on the numerical integration of a class of nonlinear hyperbolic differential equations.
1957

Notes on Linear Programming: Part XXXIX — Slightly Intertwined Linear Programming Matrices
1957

Notes on Matrix TheoryXIII : Slightly Intertwined Linear Programming Matrices.
1957

Notes on matrix theoryXV: multiplicative inequalities obtained from additive inequalities.
1957

On the computational solution of dynamicprogramming processes—I: On a tactical airwarfare model of Mengel
1957

On the computational solution of dynamicprogramming processes—IX: A multistage logisticprocurement model
1957

On the computational solution of dynamic programming processes—VIII: A bottleneck situation involving interdependent industries
1957

On the computational solution of dynamicprogramming processes—VIII: A bottleneck situation involving interdependent industries
1957

On the computational solution of dynamicprogramming processesX: the flyawaykit problem.
1957

On the Construction of a MultiStage, MultiPerson Business Game
1957

On the formulation of dynamicprogramming problemsI.
1957

On weighted PCM and mean square deviation.
1957

Random walk, scattering, and invariant imbedding I: onedimensional discrete case.
1957

Some New Techniques in the DynamicProgramming Solution of Variational Problems.
1957

Terminal control, timelags, and dynamic programming.
1957


Dynamic Programming.
1956

Dynamic Programming and its Application to Variational Problems in Mathematical Economics.
1956

Dynamic Programming and LaGrange Multipliers
1956

A Dynamic Programming Solution to a Cascading Problem Arising in Heavy Water Production.
1956

Functional Equations in the Theory of Dynamic ProgrammingIII : Multistage Games
1956

Functional Equations in the Theory of Dynamic Programming—VII: An IntegroDifferential Equation for the Fredholm Resolvent
1956

Multidimensional Maximization, Dynamic Programming, and Economic Lot Size.
1956

Notes on matrix theory  IX.
1956

Notes on the Theory of Dynamic ProgrammingVIII.
1956

On a Dynamic Programming Approach to the Caterer ProblemI.
1956

On a Generalization of the Fundamental Identity of Wald.
1956

On Some Applications of Dynamic Programming to Matrix Theory.
1956

On the Application of the Theory of Dynamic Programming to the Study of Control Processes.
1956

On the computational solution of dynamicprogramming processes—I: On a tactical airwarfare model of Mengel
1956

On the computational solution of dynamicprogramming processesII: on a cargoloading problem.
1956

On the Optimal Use of Guided Missiles — I: Allocation of Missiles
1956

On the Optimal Use of Guided Missiles — II: Dummy Missiles
1956

On the Role of Dynamic Programming in Statistical Communication Theory.
1956

Dynamic Programming and the Numerical Solution of Variational Problems.
1955

Eigenvalues and Functional Equations.
1955

Functional Equations in the Theory of Dynamic ProgrammingII : Nonlinear Differential Equations.
1955

Functional Equations in the Theory of Dynamic ProgrammingVI : A Direct Convergence Proof.
1955

Functional Equations in the Theory of Dynamic Programming, V : Positivity and QuasiLinearity.
1955

Mathematical Aspects of Scheduling Theory
1955

Notes in the Theory of Dynamic Programming—II: A Functional Equation Arising in Allocation Theory
1955

Notes in the Theory of Dynamic ProgrammingIII : Equipment Replacement Policy.
1955

Notes in the Theory of Dynamic ProgrammingIV : A Variational Problem with Constraints.
1955

Notes on Control ProcessesI : On the Minimum of Maximum Deviation.
1955

Notes on the Theory of Dynamic Programming, VII : Transportation Models.
1955

Notes on the Theory of Dynamic ProgrammingVI : The Warehousing Model.
1955

Notes on the Theory of Dynamic Programming, V : Maximization Over Discrete Sets.
1955

On a Class of Variational Problems.
1955

On the Optimal Inventory Equation.
1955

Some Aspects of the Theory of Dynamic Programming.
1955

Variational problems with constraints.
1955

Bottleneck Problems, Functional Equations and Dynamic Programming.
1954

Decision Making in the Face of Uncertainty — I: Uncertain Outcome
1954

DecisionMaking in the Face of Uncertainty — II
1954

Dynamic Programming and a New Formalism in the Calculus of VariationsI.
1954

Dynamic Programming and a New Formalism in the Theory of Integral Equations.
1954

Dynamic Programming and Multistage Decision Processes of Stochastic Type.
1954

Dynamic programming and the calculus of variationsI.
1954

Functional equations, Wiener integrals and applications I: functional equations.
1954

A General Survey of the Theory of Dynamic Programming.
1954

Monotone Convergence in Dynamic Programming and the Calculus of Variations.
1954

A Note on the Mean Value of Random Determinants.
1954

On a QuasiLinear Equation.
1954

On multistage games with imprecise payoff.
1954

On the computational solution of some functional equations in the theory of dynamic programming.
1954

On the limiting behavior of discrete dynamicprogramming processesII (a direct proof of convergence).
1954

On the limiting behavior of discrete dynamicprogramming processesIII (the generalized goldmining problem).
1954

On the limiting behavior of discrete dynamicprogramming processesI (the goldmining problem).
1954

On the minimization of <>.
1954

On the Optimal Inventory Equation.
1954

A Problem in the Sequential Design of Experiments.
1954

Some Applications of the Theory of Dynamic Programming.
1954

Some Functional Equations in the Theory of Dynamic Programming—I: Functions of Points and Point Transformations
1954

A Survey of the Mathematical Theory of TimeLag, Retarded Control, and Hereditary Processes
1954

The Theory of Dynamic Programming
1954

The Theory of Dynamic Programming as Applied to a Smoothing Problem.
1954

Bottleneck Problems and Dynamic Programming.
1953

Computational Problems in the Theory of Dynamic Programming.
1953

Dynamic Programming and a New Formalism in the Calculus of Variations.
1953

Effects of Surface Tension and Viscosity on Taylor Instability
1953

A Functional Equation in the Theory of Dynamic Programming and its Generalizations.
1953

An Introduction to the Theory of Dynamic Programming
1953

On a Generalization of Classical Probability Theory: Markoff Chains
1953

On an application of the theory of dynamic programming to bottleneck problems in production and allocation.
1953

On a New Iterative Algorithm for Finding the Solutions of Games and Linear Programming Problems.
1953

On continuous versions of dynamicprogramming problemsIII (two interdependent industries with no capacity constraints).
1953

On continuous versions of dynamic programming problemsIV (duality theorems for bottleneck problems)
1953

On Some Applications of the Theory of Dynamic Programming to Logistics.
1953

On Some Variational Problems Occurring in the Theory of Dynamic Programming
1953

On the Continuous GoldMining Equation.
1953

Some Combinatorial Problems Arising in the Theory of Multistage Processes
1953

Some Functional Equations in the Theory of Dynamic Programming.
1953

Some Problems in the Theory of Dynamic Programming.
1953

The stability theory of differentialdifference equations.
1953

Studies in Functional Equations Occurring in Decision Processes.
1953

On a class of matrices with known characteristic roots and vectors.
1952

On a Functional Equation Occurring in the Theory of Dynamic Programming.
1952

On a problem in dynamic programming
1952

On some variational problems occurring in the theory of dynamic programmingII.
1952

On some variational problems occurring in the theory of dynamic programmingIII.
1952

On some variational problems occurring in the theory of dynamic programmingIV.
1952

On some variational problems occurring in the theory of dynamic programmingV.
1952

On some variational problems occurring in the theory of dynamic programmingVI.
1952

A Bibliography of the Theory and Application of DifferentialDifference, Renewal, and Related Functional Equations
1951

On a General Class of Problems Involving Sequential Analysis
1951

On a Geometrical Game Connected with Sequential Analysis
1951

On a problem in the theory of testing.
1951

On a transportation problem.
1951

On Some Dynamic Linear Programming Problems.
1951

On an equation occurring in the harmonic analysis of viscous fluid flow.
1950

On approximate expressions for the exponential integral and the error function.
1950

On Games Involving Bluffing
1950

On Positive Transformations.
1950

On the General Moment Problem.
1950

On the Integral Equation
1950

On the min max of <>1 f(x)a(x)d(x)dt(x)
1950

Recurrence Times for the Ehrenfest Model.
1950

Application of Theory of Games to Identification of Friend and Foe
1949

A BomberFighter Duel
1949

An Example of Bluffing with Pure Strategies
1949

A Note on the Monte Carlo Method and the Potential Equation.
1949

Occurrence of improbable states in a modified Ehrenfest modelpart I
1949

On a Minimum Problem
1949

On a Particular NonZeroSum Game
1949

On NonZero Games and Stochastic Processes
1949

Some TwoPerson Games Involving Bluffing
1949

On the concept of utility and decisionmaking
1948