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Systems of linear equations over F2 and problems parameterized above average
 Proc. SWAT 2010
, 1999
"... In the problem Max Lin, we are given a system Az = b of m linear equations with n variables over F2 in which each equation is assigned a positive weight and we wish to find an assignment of values to the variables that maximizes the excess, which is the total weight of satisfied equations minus the ..."
Abstract

Cited by 10 (8 self)
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In the problem Max Lin, we are given a system Az = b of m linear equations with n variables over F2 in which each equation is assigned a positive weight and we wish to find an assignment of values to the variables that maximizes the excess, which is the total weight of satisfied equations minus
Simultaneously Satisfying Linear Equations Over F2: MaxLin2 and MaxrLin2 Parameterized Above Average
 IN FSTTCS 2011, LIPICS
, 2011
"... In the parameterized problem MAXLIN2AA[k], we are given a system with variables x1,..., xn consisting of equations of the form ∏i∈I x i = b, where x i, b ∈ {−1, 1} and I ⊆ [n], each equation has a positive integral weight, and we are to decide whether it is possible to simultaneously satisfy equa ..."
Abstract

Cited by 13 (8 self)
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In the parameterized problem MAXLIN2AA[k], we are given a system with variables x1,..., xn consisting of equations of the form ∏i∈I x i = b, where x i, b ∈ {−1, 1} and I ⊆ [n], each equation has a positive integral weight, and we are to decide whether it is possible to simultaneously satisfy
Note on Max Lin2 above average
 Inform. Proc. Lett
"... In the Max Lin2 problem we are given a system S of m linear equations in n variables over F2 in which Equation j is assigned a positive integral weight wj for each j. We wish to find an assignment of values to the variables which maximizes the total weight of satisfied equations. This problem gener ..."
Abstract

Cited by 3 (3 self)
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In the Max Lin2 problem we are given a system S of m linear equations in n variables over F2 in which Equation j is assigned a positive integral weight wj for each j. We wish to find an assignment of values to the variables which maximizes the total weight of satisfied equations. This problem
Landau Equation
, 1992
"... On threephase boundary motion and the singular limit of a vectorvalued GinzburgLandau equation ..."
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On threephase boundary motion and the singular limit of a vectorvalued GinzburgLandau equation
Chapter 1 Stabilization and Control over Gaussian Networks
"... Abstract We provide an overview and some recent results on realtime communication and control over Gaussian channels. In particular, the problem of remote stabilization of linear systems driven by Gaussian noise over Gaussian relay channels is considered. Necessary and sufficient conditions for mea ..."
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Abstract We provide an overview and some recent results on realtime communication and control over Gaussian channels. In particular, the problem of remote stabilization of linear systems driven by Gaussian noise over Gaussian relay channels is considered. Necessary and sufficient conditions
Results 1  10
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461