slides - ISPD

ePAPER READ

DOWNLOAD ePAPER

ispd.cc

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

START NOW

Lagrangian multipliers ()+ KKT‐derived simplificationInitializeMultipliers→∈,→Size Gates∈,Update Timing∈UpdateMultipliersG. Shklover, <strong>ISPD</strong> '12 7

Redundant Via Insertion with Wire Bending - ISPD

Design and Analysis of Physical Design Algorithms - ISPD

Scope and Limit of Lithography to the End of Moore's Law - ISPD

Lagrangian multipliers ()+ KKT‐derived simplificationInitializeMultipliers→∈,→Size Gates∈,Update Timing∈UpdateMultipliersG. Shklover, <strong>ISPD</strong> '12 7

Page 1 and 2: Gregory ShkloverBen EmanuelIntel Co
Page 3 and 4: MethodologyClassStructureMethodsSke
Page 5: Proposed by C. Chen et alExploits t
Page 9 and 10: , → → →∈∈ ,, G. Shklover
Page 11 and 12: ∈∈Set of solutions per tree nod
Page 13 and 14: ?Input slewsApproximation+convergen
Page 15 and 16: Reference: Separate optimizationDat
Page 18 and 19: Prof. C. Chen for participating in
Page 20 and 21: G. Shklover, ISPD '12 20
Page 22 and 23: Total SlackBlock cooling off coolin

slides - ISPD

Create successful ePaper yourself

Delete template?

Save as template?