An Adaptive Problem-Solving Approach to Large-Scale Scheduling Problems
Although the general class of most scheduling problems is NP-hard, in practice, domain-specific.
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Although the general class of most scheduling problems is NP-hard, in practice, domain-specific.
Our work focuses upon development of techniques for choosing among a set of alternatives in the presence of incomplete information and varying costs of acquiring information.
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This dataset accompanies the publication "GenASiS: General Astrophysical Simulation System. II. Self-gravitating Baryonic Matter." This dataset contains simulation outputs from GenASiS described in the Appendix of that publication.
Spacecraft guidance - vehicle motion in moon and earth gravitational fields
Image orthicon and vidicon television camera tubes
Nonparametric discrimination theory and mathematical model for electronic component screening
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Although the derivation is concerned with solutions for plane regions with prescribed boundary values, the approach presented could by easily generalized to higher dimensions. The initial-value method is derived by a combination of invariant imbedding techniques and the Fredholm integral equation method of representation of the potential as a function of a dilayer distribution on the boundary of the region in question.