complementarity problem

基本解釋

The root-cause of urban transportation problem is the non-complementarity of the space arrangement of urban resources.
大都市交通問題的根源在于城市資源空間布局的非互補性。
Based on a semi smooth equations reformulation of the generalized complementarity problem, a new algorithm is presented.
基于廣義互補問題的半光滑方程組變形，給出了求解廣義互補問題的一種新算法。
The linear complementarity problem was very useful in economics, it was widely used in game theory and mathematical programming.
線性互補問題在經(jīng)濟學、對策論和數(shù)學規(guī)劃領域中有廣泛的應用，線性互補問題解的存在性與特殊矩陣密切相關。

互補問題
相補問題
From then on, various generalizations of minimax inequalities have been obtained. Moreover, it has been applied to variational inequality, partial differential equation, fixed-point theorem, potential theory, section problem, complementarity problem, etc.
后來人們相繼對Ky Fan極小極大不等式進行了很多推廣，并將其應用于變分不等式、偏微分方程、不動點定理、位勢論、截口問題、相補問題等諸多領域。
互補性問題

互補問題
In Ⅱ, we obtain the optimality conditions for quadratic programming—Linear complementarity problem by Kuhn-Tucker theorem.
在§2中，我們利用非線性規(guī)劃的重要理論成果—Kuhn-Tucker定理，給出了二次規(guī)劃的最優(yōu)性條件—線性互補問題。
線性補問題