'Integral solution' diaporamas de présentation

Lecture 8: Some Alternate Excitations

Lecture 8: Some Alternate Excitations. General forcing. Impulsive loading. Support motion (air bag sensor speed bump). First a bit of review so we know where we are. The story so far . . . We can reduce one degree of freedom systems to a single problem.

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Efficient Craig Interpolation for Linear Diophantine (Dis)Equations & Linear Modular Equations

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Ch4.2 Threshold Voltage

Fundamentals of Modern VLSI Devices 2 nd Edition Yuan Taur and Tak H.Ning. Ch4.2 Threshold Voltage. Off-current and Standby Power. On-current and MOSFET Performance. CMOS Design Considerations. CMOS Design Considerations. Trends of Power Supply Voltage and Threshold Voltage.

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A New Generation of Mixed-Integer Programming Codes

A New Generation of Mixed-Integer Programming Codes. Robert E. Bixby and. Mary Fenelon, Zongao Gu, Javier Lafuente, Ed Rothberg, Roland Wunderling ILOG, Inc. Outline. LP Overview Computational results MIP Examples Historical view Features Computational results

1.28k views • 24 slides

A New Generation of Mixed-Integer Programming Codes

A New Generation of Mixed-Integer Programming Codes. Robert E. Bixby and. Mary Fenelon, Zongao Gu, Javier Lafuente, Ed Rothberg, Roland Wunderling ILOG, Inc. Outline. LP Overview Computational results MIP Examples Historical view Features Computational results

349 views • 24 slides

A New Generation of Mixed-Integer Programming Codes

A New Generation of Mixed-Integer Programming Codes. Robert E. Bixby and. Mary Fenelon, Zongao Gu, Javier Lafuente, Ed Rothberg, Roland Wunderling ILOG, Inc. Outline. LP Overview Computational results MIP Examples Historical view Features Computational results

371 views • 24 slides

Approximation and Hardness Results for Packing Cycles

Approximation and Hardness Results for Packing Cycles. Mohammad R. Salavatipour Department of Computing Science University of Alberta Joint work with M. Krivelevich (Tel Aviv U.) Z. Nutov (Open U.) J. Verstraete (U. Waterloo) R. Yuster (U. Haifa). Packing problems.

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Nikos Komodakis

FastPD : MRF inference via the primal-dual schema. Nikos Komodakis. Tutorial at ICCV (Barcelona, Spain, November 2011). dual LP:. The primal-dual schema. Say we seek an optimal solution x* to the following integer program (this is our primal problem): . (NP-hard problem).

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Integer Programming

Integer Programming. Difference from linear programming Variables x i must take on integral values, not real values Lots of interesting problems can be formulated as integer programs Unfortunately, integer programming is NP-hard Even when we restrict to choices 0 and 1 for vars

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