<--- Back to Details
First PageDocument Content
Logic / Mathematical logic / Mathematics / Propositional calculus / Logical truth / Logic in computer science / Syntax / Automated theorem proving / Resolution / Frege system / Boolean satisfiability problem / First-order logic
Date: 2017-08-02 12:35:21
Logic
Mathematical logic
Mathematics
Propositional calculus
Logical truth
Logic in computer science
Syntax
Automated theorem proving
Resolution
Frege system
Boolean satisfiability problem
First-order logic

The Potential of Interference-Based Proof Systems Marijn J.H. Heule1 and Benjamin Kiesl2 1 2 Department of Computer Science, The University of Texas at Austin

Add to Reading List

Source URL: www.cs.man.ac.uk

Download Document from Source Website

File Size: 168,35 KB

Share Document on Facebook

Similar Documents

A On the Power of Substitution in the Calculus of Structures Novak Novakovi´c, Inria Lutz Straßburger, Inria  There are two contributions in this paper. First, we give a direct proof of the known fact that Frege system

A On the Power of Substitution in the Calculus of Structures Novak Novakovi´c, Inria Lutz Straßburger, Inria There are two contributions in this paper. First, we give a direct proof of the known fact that Frege system

DocID: 1qGVY - View Document

Unbounded Proof-Length Speed-up in Deduction Modulo Guillaume Burel1 1  Universit´e Henri Poincar´e & LORIA2

Unbounded Proof-Length Speed-up in Deduction Modulo Guillaume Burel1 1 Universit´e Henri Poincar´e & LORIA2

DocID: 1ggFx - View Document

Proof complexity Boolean functions Craig’s interpolation Feasible interpolation Resolution Cutting planes The Frege System  The interpolation technique in proof complexity Pavel Hrubeš University of Washington

Proof complexity Boolean functions Craig’s interpolation Feasible interpolation Resolution Cutting planes The Frege System The interpolation technique in proof complexity Pavel Hrubeš University of Washington

DocID: 1cllR - View Document

Curriculum Vitae Samuel R. Buss Professor of Mathematics and Computer Science Department of Mathematics University of California, San Diego

Curriculum Vitae Samuel R. Buss Professor of Mathematics and Computer Science Department of Mathematics University of California, San Diego

DocID: 18LzL - View Document

Exponential Lower Bounds for AC0 -Frege Imply Superpolynomial Frege Lower Bounds Yuval Filmus1 ? , Toniann Pitassi1 ? , and Rahul Santhanam2 1  University of Toronto, yuvalf,

Exponential Lower Bounds for AC0 -Frege Imply Superpolynomial Frege Lower Bounds Yuval Filmus1 ? , Toniann Pitassi1 ? , and Rahul Santhanam2 1 University of Toronto, yuvalf,

DocID: 13xQC - View Document