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Espresso heuristic logic minimizer

Related publications (55)

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The $ L ^{ 1 } $ -Potts Functional for Robust Jump-Sparse Reconstruction

Martin Kurt Storath

We investigate the nonsmooth and nonconvex

L ^{ 1 }

-Potts functional in discrete and continuous time. We show Γ-convergence of discrete

L ^{ 1 }

-Potts functionals toward their continuous counterpart and obtain a convergence statement for the corr ...

SIAM2015

Espresso heuristic logic minimizer

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Chat with Graph Search

Method for speeding up boolean satisfiability

The $ L ^{ 1 } $ -Potts Functional for Robust Jump-Sparse Reconstruction

The L-1-Potts Functional For Robust Jump-Sparse Reconstruction

New Logic Synthesis As Nanotechnology Enabler (invited paper)

A 6.7 MHz nanoelectromechanical ring oscillator using curved cantilever switches coated with amorphous carbon

A 6.7 MHz Nanoelectromechanical Ring Oscillator Using Curved Cantilever Switches Coated with Amorphous Carbon

Nanoelectromechanical digital logic circuits using curved cantilever switches with amorphous-carbon-coated contacts

MoS2 Transistors Operating at Gigahertz Frequencies

Analysis of Coupled Scalar Systems by Displacement Convexity

Vertically Stacked Double Gate Nanowires FETs with Controllable Polarity: From Devices to Regular ASICs

The $ L ^{ 1 } $ -Potts Functional for Robust Jump-Sparse Reconstruction

A 6.7 MHz nanoelectromechanical ring oscillator using curved cantilever switches coated with amorphous carbon

The L-1-Potts Functional For Robust Jump-Sparse Reconstruction

New Logic Synthesis As Nanotechnology Enabler (invited paper)

MoS2 Transistors Operating at Gigahertz Frequencies

A 6.7 MHz Nanoelectromechanical Ring Oscillator Using Curved Cantilever Switches Coated with Amorphous Carbon

Vertically Stacked Double Gate Nanowires FETs with Controllable Polarity: From Devices to Regular ASICs

Method for speeding up boolean satisfiability

Nanoelectromechanical digital logic circuits using curved cantilever switches with amorphous-carbon-coated contacts

Analysis of Coupled Scalar Systems by Displacement Convexity