We present a sequential method to solve a constrained extrema problem with feasible region defined by linear inequalities and objective function expressed as a sum of a linear and homografical functions. The technique used finds a finite number of local extrema, the last being the global one. © 1985 Springer-Verlag.
Massimo della somma tra una funzione lineare ed una funzione lineare fratta
MARTEIN, LAURA
1985
Abstract
We present a sequential method to solve a constrained extrema problem with feasible region defined by linear inequalities and objective function expressed as a sum of a linear and homografical functions. The technique used finds a finite number of local extrema, the last being the global one. © 1985 Springer-Verlag.File in questo prodotto:
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