bifurcation
bifurcation A splitting in two. The term can be applied in computing in various ways. 1 Bifurcation is the generic name for a collection of algorithms that initially convert a decision table into a tree structure, which can then be systematically encoded to produce a program.
The bifurcation method involves choosing some condition C and eliminating it from the decision table to produce two subtables, one corresponding to the case when C is true and the other to when C is false. The method is then applied recursively to the two subtables. From this approach a decision tree can be built, each node of the tree representing a condition and subtrees representing subtables; leaf nodes identify rules.2 Bifurcation theory is the theory of equilibrium solutions of nonlinear differential equations; an equilibrium solution is a steady solution, a time periodic, or a quasi-periodic solution. Generally bifurcation points are points at which branches and therefore multiple solutions appear.
The bifurcation method involves choosing some condition C and eliminating it from the decision table to produce two subtables, one corresponding to the case when C is true and the other to when C is false. The method is then applied recursively to the two subtables. From this approach a decision tree can be built, each node of the tree representing a condition and subtrees representing subtables; leaf nodes identify rules.2 Bifurcation theory is the theory of equilibrium solutions of nonlinear differential equations; an equilibrium solution is a steady solution, a time periodic, or a quasi-periodic solution. Generally bifurcation points are points at which branches and therefore multiple solutions appear.
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bifurcation