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A Smoothing Method for a Mathematical Program with P-Matrix Linear Complementarity Constraints
Computational Optimization and Applications, 2004zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Chen, Xiaojun, Fukushima, Masao
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Simple Stochastic Games and P-Matrix Generalized Linear Complementarity Problems
2005We show that the problem of finding optimal strategies for both players in a simple stochastic game reduces to the generalized linear complementarity problem (GLCP) with a P-matrix, a well-studied problem whose hardness would imply NP = co–NP. This makes the rich GLCP theory and numerous existing algorithms available for simple stochastic games.
Bernd Gärtner, Leo Rüst
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A linear complementarity problem with an n by 2n “P”-matrix
1978The problem considered in this paper is given by the conditions: w=q+Mv+Nx, w≧0, v≧0, x≧0, v≦r, w T v=0 and (r−v) T x=0. Here q, r are n-vectors with r>0 and M, N are n by n matrices. We say that an n by 2n matrix (M, N) has the P-property if all of its “principal” minors are positive.
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Besonderheiten der Werbung für die idealtypischen Felder der I/P-Matrix
2005In Kapitel 1.4 ist anhand zweier publizistik- und kommunikationswissenschaftlich relevanter Dimensionen — der Integration in den redaktionellen Kontext und des Personalisierungsgrades der Werbung — eine Matrix entwickelt worden, die idealtypische Felder zur Systematisierung der Werbung in der Medien- und Informationsgesellschaft vorgibt.
Gabriele Siegert, Dieter Brecheis
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P-MATRIX MODELING OF SAW RESONATORS AND LADDER-TYPE SAW FILTERS
RADIO COMMUNICATION TECHNOLOGY, 2018I. V. Veremeev +2 more
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