An Introduction to Artificial Intelligence: Can Computers Think? |
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Page 49
... classical probability , they just increase the rates . The question remains , how to handle uncertainty ? One of the points to remember is that classical probability theory is an axiomatic theory , as much an axiomatic theory as ...
... classical probability , they just increase the rates . The question remains , how to handle uncertainty ? One of the points to remember is that classical probability theory is an axiomatic theory , as much an axiomatic theory as ...
Page 51
... classical probability theory is an axiomatic theory . The first thing to examine is the concept of the classical probability p . Intuitively , we can think of this in terms of UNCERTAINTY 51.
... classical probability theory is an axiomatic theory . The first thing to examine is the concept of the classical probability p . Intuitively , we can think of this in terms of UNCERTAINTY 51.
Page 108
... classical mathematical reasoning can lead to paradoxes . One of the finest examples of this is due to Russell , centering on a " class " of all classes . For the purposes of discussion let us state that by a " class " we mean a set of ...
... classical mathematical reasoning can lead to paradoxes . One of the finest examples of this is due to Russell , centering on a " class " of all classes . For the purposes of discussion let us state that by a " class " we mean a set of ...
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Academic Press algorithm analog computer analysis answer applications approach approximate policies arithmetic artificial intelligence axioms Bellman BIBLIOGRAPHY AND COMMENTS bility calculus of variations chapter chess COMMENTS Section complex concept consider Control Processes criterion function deal dealer determine device difficulty digital computer discussed dynamic programming effect example experience fast storage feasible fifteen puzzle foregoing functional equation fuzzy human humor idea important instinct interesting involved large number learning levels lever logic machine mathe mathematical analysis mathematical problems mathematical theory mathematician matical means methods minimize minimum multistage decision process observe operation optimal policy paradox particular path patient pattern recognition play player possible precise preprogrammed probability distribution probability theory puter puzzles question reasonable simple simulation situations solve stochastic stochastic approximation structure talking techniques tion transformation uncertainty unknown variables W. V. O. Quine words York Zadeh
References to this book
The Bellman Continuum: A Collection of the Works of Richard E. Bellman Richard Ernest Bellman,Robert S. Roth No preview available - 1986 |