<--- Back to Details
First PageDocument Content
Judith Zaffirini / University of Texas at Austin / Texas Senate / University of Texas System
Date: 2012-06-28 10:33:26
Judith Zaffirini
University of Texas at Austin
Texas Senate
University of Texas System

Statement_GenePowell_Z_Draft02_050311.docx

Add to Reading List

Source URL: educationfrontblog.dallasnews.com

Download Document from Source Website

File Size: 107,35 KB

Share Document on Facebook

Similar Documents

Cryptography / Randomized algorithms / Computational complexity theory / Mathematics / Probabilistically checkable proof / Complexity classes / Interactive proof system / IP / NP / Soundness / PCP theorem / Commitment scheme

Taking proof-based verified computation a few steps closer to practicality1 Srinath Setty, Victor Vu, Nikhil Panpalia, Benjamin Braun, Andrew J. Blumberg, and Michael Walfish The University of Texas at Austin Abstract. W

DocID: 1xVQw - View Document

Boolean algebra / Forcing / Theoretical computer science / Mathematics / Complete Boolean algebra / Order theory / Assertion / Mathematical logic

Cost-Aware Automatic Program Repair Roopsha Samanta1? , Oswaldo Olivo2 , and E. Allen Emerson2 1 The University of Texas at Austin and IST Austria

DocID: 1xVPw - View Document

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

DocID: 1xVI3 - View Document

Cryptography / Distributed computing architecture / Parallel computing / MapReduce / Certificate / IP / NP / Commitment scheme / PP / Computational complexity theory

Verifying computations with state Benjamin Braun, Ariel J. Feldman⋆ , Zuocheng Ren, Srinath Setty, Andrew J. Blumberg, and Michael Walfish The University of Texas at Austin ⋆ University of Pennsylvania Abstract When

DocID: 1xVGQ - View Document

Mathematics / Combinatorics / Combinatorial optimization / Greedoid / Order theory / Matroid theory / Matroid / Universal property / Greedy algorithm

A Class of Greedy Algorithms And Its Relation to Greedoids Srinivas Nedunuri Dept. of Computer S ien es University of Texas at Austin

DocID: 1xVbs - View Document