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... the gate inputs. The value of d needs no justification. The output value of u is justified only by the input values of u. • Since d does not require justification, it is worth assigning the minimum number of determined values to the gate inputs, while leaving the others at the value of d. • In this ...
Orbitofrontal Cortex and Its Contribution to Decision
Orbitofrontal Cortex and Its Contribution to Decision

... neuronal sequelae. • Brain areas extracting the value of choice should display reward selectivity before those areas responsible for using the value information to control behavior and cognition. • (Wallis & Miller, 2003)- Monkeys primed to maximize their reward by selecting pictures. ...
Game Playing (Tic-Tac-Toe)
Game Playing (Tic-Tac-Toe)

... Severe limitation, especially for problems with a large state-space. Some nodes in the search can be proven to be irrelevant to the outcome of the search ...
minimax-tictactoe
minimax-tictactoe

... Severe limitation, especially for problems with a large state-space. Some nodes in the search can be proven to be irrelevant to the outcome of the search ...
Formal Definition of a
Formal Definition of a

... for CBR systems. If a topic agent has access to a CBR system, a CF is provided to maintain the CBR system. To coordinate several CFs a so-called Case Factory Organization (CFO) is provided, which consists of several agents to coordinate the overall system maintenance. A Case Factory consists of seve ...
Commentary  on  Baum’s  "How a  Bayesian .. ?~ is
Commentary on Baum’s "How a Bayesian .. ?~ is

... also Rivest). This rules out computations that might reveal one’s plan to be a blunder--OK for politicians, but not for game-playing programs. Part of the difficulty lies in the formulation. P(A]B) should be independent of the form of B--i.e., any logically equivalent expression should be treated th ...
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Narrowing of algebraic value sets

Like logic programming, narrowing of algebraic value sets gives a method of reasoning about the values in unsolved or partially solved equations. Where logic programming relies on resolution, the algebra of value sets relies on narrowing rules. Narrowing rules allow the elimination of values from a solution set which are inconsistent with the equations being solved.Unlike logic programming, narrowing of algebraic value sets makes no use of backtracking. Instead all values are contained in value sets, and are considered in parallel.The approach is also similar to the use of constraints in constraint logic programming, but without the logic processing basis.Probabilistic value sets is a natural extension of value sets to deductive probability. The value set construct holds the information required to calculate probabilities of calculated values based on probabilities of initial values.
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