A generalized conjugate gradient algorithm for minimization |
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Authors: | Fridrich Sloboda |
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Institution: | (1) Institute of Technical Cybernetics, Dubravska, 80931 Bratislava, 1/CSSR |
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Abstract: | Summary A generalized conjugate gradient algorithm which is invariant to a nonlinear scaling of a strictly convex quadratic function is described, which terminates after at mostn steps when applied to scaled quadratic functionsf: R
n
R1 of the formf(x)=h(F(x)) withF(x) strictly convex quadratic andhC
1 (R1) an arbitrary strictly monotone functionh. The algorithm does not suppose the knowledge ofh orF but only off(x) and its gradientg(x). |
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Keywords: | AMS (MOS): 65K05 CR: 5 15 |
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