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287 results
Modern CDCL SAT Solvers ------------------------ The registrations of the classes of the course "SAT & SMT 2020".
174 views
3 years ago
Talk by Bart M. P. Jansen at WorKer 2019. Location: University of Bergen, Norway.
95 views
6 years ago
SAT Background & Basics on SAT ---------------------------- The registrations of the classes of the course "SAT & SMT 2020".
Algorithms 16. NP Completeness II & Reductions aduni.
17,693 views
13 years ago
Efficient SMT solving : *Combining SAT with Theory Solvers Theory Solvers for theories of interest SMT for combinations of ...
141 views
The theoretical boolean satisfiability problem, and how you can use a tool like CBMC to convert C programs with assert ...
768 views
This is a spoken word version of the article P vs NP problem. Listen to this article (audio help) Duration: 38:24 Created by: ...
5,348 views
12 years ago
We learn about CIRCUIT-SAT, which is simultaneously the "hardest NP problem" and the "easiest NP-hard problem".
134 views
4 years ago
Depuis des décénies, des chercheurs et programmeurs implémentent des logiciels dans le but de résoudre le problème de ...
482 views
... give you what a uh let's give you a problem which is NP complete it's called sat for satisfiability and basically we have a variable.
863 views
1 year ago
This lecture introduces my series on the satisfiability problem for fragments of first-order logic. The series is intended primarily for ...
14 views
5 months ago
This video has been released by Studio IIT Bombay under Creative Commons license.
201 views
A recording of Alex Brandts' talk at the CSP seminar. More information at https://csp-seminar.org/talks/alex-brandts/
105 views
In this video Prof. Shai Simonson explains complexity theory and quantified boolean formula. All rights owned by Aduni.org.
938 views
8 years ago
132 views
I prove that the satisfiability problem for the k-variable sub-fragment is in (k-1) ExpTime, for all k greater than or equal to 3.
37 views
This lecture discusses the satisfiability problem for the Classical (Aristotelian) syllogistic and some of its extensions. The series is ...
26 views
For years, SAT solvers have been the plaything of academics, and ignored by industry. However nerdy and pointless *boolean ...
123 views
5 years ago
Formal Languages and Automata Theory by Dr. Diganta Goswami & Dr. K.V. Krishna,Department of Mathematics,IIT Guwahati.
384 views
11 years ago
Advanced Functionalities: proofs, unsat cores, interpolants, optimization ----------------------------- The registrations of the classes of ...
22 views