Richard E. Bellman
| Use attributes for filter ! | |
| Gender | Male |
|---|---|
| Death | 39 years ago |
| Date of birth | August 26,1920 |
| Zodiac sign | Virgo |
| Date of died | March 19,1984 |
| Died | Los Angeles |
| California | |
| United States | |
| Known for | Dynamic programming |
| Bellman equation | |
| Job | Scientist |
| Mathematician | |
| Education | Brooklyn College |
| University of Wisconsin-Madison | |
| Princeton University | |
| Awards | John von Neumann Theory Prize |
| Richard E. Bellman Control Heritage Award | |
| IEEE Medal of Honor | |
| Doctor student | Christine Shoemaker |
| Parents | Pearl Saffian Bellman |
| John James Bellman | |
| Born | Brooklyn |
| New York | |
| United States | |
| Doctor advisor | Solomon Lefschetz |
| Notable student | John Casti |
| Edward Angel | |
| Christine Shoemaker | |
| Kenneth L. Cooke | |
| Academic advisor | Solomon Lefschetz |
| Date of Reg. | |
| Date of Upd. | |
| ID | 642488 |
Introduction to Matrix Analysis
Dynamic Programming
Stability theory of differential equations
Applied dynamic programming
Perturbation Techniques in Mathematics, Physics, and Engineering
A Brief Introduction to Theta Functions
Differential- Difference Equations
Methods in approximation
Algorithms, graphs, and computers
Modern elementary differential equations
Introduction to the Mathematical Theory of Control Processes
Eye of the Hurricane: An Autobiography
Selective computation
Some vistas of modern mathematics
An Introduction to Invariant Imbedding
Dynamic Programming and Modern Control Theory
Methods of nonlinear analysis
An Introduction to Artificial Intelligence: Can Computers Think?
The Bellman continuum
Adaptive Control Processes: A Guided Tour
Mathematical aspects of scheduling and applications
The Laplace Transform
Selected papers on mathematical trends in control theory
Destiny's Choice
Simulation in Human Systems: Decision-making in Psychotherapy
Inequalities
Quasilinearization and the Identification Problem
Asymptotic Behavior of Solutions of Differential-difference Equations
Some Aspects of the Mathematical Theory of Control Processes
Eye Of The Hurricane
A Survey of the Mathematical Theory of Time-lag Retarded Control, and Hereditary Processes
Invariant Imbedding and Time-dependent Transport Processes
Invariant Imbedding and Radiative Transfer in Slabs of Finite Thickness
The Dynamic Programming of Human Systems: A Social and Historical Analysis
Brief Intro Theta Funct
Selective Computation: Nonlinear equations and Carleman linearization. IV
Dynamic Programming
Stability theory of differential equations
Applied dynamic programming
Perturbation Techniques in Mathematics, Physics, and Engineering
A Brief Introduction to Theta Functions
Differential- Difference Equations
Methods in approximation
Algorithms, graphs, and computers
Modern elementary differential equations
Introduction to the Mathematical Theory of Control Processes
Eye of the Hurricane: An Autobiography
Selective computation
Some vistas of modern mathematics
An Introduction to Invariant Imbedding
Dynamic Programming and Modern Control Theory
Methods of nonlinear analysis
An Introduction to Artificial Intelligence: Can Computers Think?
The Bellman continuum
Adaptive Control Processes: A Guided Tour
Mathematical aspects of scheduling and applications
The Laplace Transform
Selected papers on mathematical trends in control theory
Destiny's Choice
Simulation in Human Systems: Decision-making in Psychotherapy
Inequalities
Quasilinearization and the Identification Problem
Asymptotic Behavior of Solutions of Differential-difference Equations
Some Aspects of the Mathematical Theory of Control Processes
Eye Of The Hurricane
A Survey of the Mathematical Theory of Time-lag Retarded Control, and Hereditary Processes
Invariant Imbedding and Time-dependent Transport Processes
Invariant Imbedding and Radiative Transfer in Slabs of Finite Thickness
The Dynamic Programming of Human Systems: A Social and Historical Analysis
Brief Intro Theta Funct
Selective Computation: Nonlinear equations and Carleman linearization. IV
Richard E. Bellman Life story
Richard Ernest Bellman was an American applied mathematician, who introduced dynamic programming in 1953, and made important contributions in other fields of mathematics, such as biomathematics. He founded the leading biomathematical journal Mathematical Biosciences.
Richard E. Bellman Photos
