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Gröbner Bases and Primary Decomposition of Polynomial Ideals
We present an algorithm to compute the primary decomposition of any ideal in a polynomialring over a factorially closed algorithmic principal ideal domain R. We show how basic ideal theoretic operations can be performed using Grobner bases and we exploit these constructions to inductively reduce the problem to zero dimensional ideals. Expand
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Pilot/vehicle model analysis of visual and motion cue requirements in flight simulation. [helicopter hovering
The optimal control model for pilot/vehicle analysis is used to explore the effects of a CGI visual system and motion system dynamics on helicopter hover simulation fidelity. Expand
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Automatic statistical determination of dislocation density in production SOI substrates
Summarizes a successful prototype demonstration of an automatic etch pit counting system which employs a neural network program for dislocation identification over a wide exponential range requiredExpand
Method selection with multiple entry points