ミニマックス問題のp乗和近似解法とその幾何学問題への応用
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概要
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This paper presents an iterative method for some class of minimax problems, namely "Minimize max_kf_k(x)", based on the fact that max_kf_k(x)is, with p large enough, approximated by (Σ_kf_k(x)^p)^<1/p>which is a smooth function, and hence can be minimized by means of Newton's iteration ; and also dicusses its applications to problems in computational geometry.
- 日本応用数理学会の論文
- 1994-09-15