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- 對Kuhn－Tucker條件的分析Analysis on Kuhn-Tucker Condition
- 由Kuhn-Tucker條件看線(xiàn)性規劃的對偶問(wèn)題The Discussion on Dual Linear Program with Kuhn - Tucker Condition
- Karush-Kuhn-Tucker（KKT）條件Karush-Kuhn-Tucker (KKT) condition
- 多目標規劃中Kuhn-Tucker條件的充分性的推廣GENERALIZATIONS ON THE SUFFICIENCY OF KUHN-TUCKER CONDITIONS IN MULTIOBJECTIVE PROGRAMMING
- 條件condition
- 利用函數的二階Taylor級數展開(kāi),將原問(wèn)題轉化為一系列的近似問(wèn)題,并基于Kuhn-Tucker條件,直接給出了一種新的設計迭代式。By using the second order Taylor series expansion, the original problem of structural optimization is reduced to a sequence of approximate problems. On the basis of the Kuhn-Tucher conditions, two iterative expressions for determining design variables and Lagrangian Multipliers are obtained.
- 搜索條件search criteria
- Kuhn-Tucker定理Kuhn- Tucker theorem
- 前提條件precondition
- 多目標規劃的廣義Kuhn-Tucker真有效解Generalized Kuhn-Tucker Properly Efficient Solution of Multiple Objective Programming
- 基本條件postulate
- 符合條件match condition
- Kuhn-Tucker約束品性Kuhn-Tucker constraint qualification
- 生活條件living conditions
- Kuhn-Tucker型必要條件Kuhn-Tucker type necessary condition
- 無(wú)條件unconditional
- 有條件的conditioned
- 無(wú)條件的unconditioned
- 該模型由交量神經(jīng)元、Lagrange乘子神經(jīng)元和Kuhn－Tucker乘子神經(jīng)元相互連接構成。It is composed of variable neurons, Lagrange multiplier neurons and Kuhn-Tucker multiplier neurons which are interconnected.
- 滿(mǎn)足條件meet a condition
