<--- Back to Details
First PageDocument Content
Cryptography / Randomized algorithms / Computational complexity theory / Mathematics / Probabilistically checkable proof / Complexity classes / Interactive proof system / IP / NP / Soundness / PCP theorem / Commitment scheme
Date: 2017-11-11 14:59:54
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

Add to Reading List

Source URL: www.pepper-project.org

Download Document from Source Website

File Size: 434,93 KB

Share Document on Facebook

Similar Documents

Randomization, random walks, derandomization, expansion April 12, L´ aszl´ o Babai. Monte Carlo algorithms in graph isomorphism testing.

Randomization, random walks, derandomization, expansion April 12, L´ aszl´ o Babai. Monte Carlo algorithms in graph isomorphism testing.

DocID: 1rgOi - View Document

SelectNet_Manual_v2_April_2012.pdf

SelectNet_Manual_v2_April_2012.pdf

DocID: 1qMoc - View Document

WV Public Employees Insurance Agency Frequently Asked Questions on Picking a Primary Care Provider Q. Why is PEIA making me pick a physician?

WV Public Employees Insurance Agency Frequently Asked Questions on Picking a Primary Care Provider Q. Why is PEIA making me pick a physician?

DocID: 1qjEP - View Document

Interactive proofs April 12, L´ aszl´ o Babai. Trading group theory for randomness. In Proc. 17th STOC, pages 421–429. ACM Press, 1985. doi:22192.

Interactive proofs April 12, L´ aszl´ o Babai. Trading group theory for randomness. In Proc. 17th STOC, pages 421–429. ACM Press, 1985. doi:22192.

DocID: 1oP1q - View Document

Inapproximability of Combinatorial Optimization Problems Luca Trevisan∗ arXiv:cs/0409043v1 [cs.CC] 24 SepJuly 27, 2004

Inapproximability of Combinatorial Optimization Problems Luca Trevisan∗ arXiv:cs/0409043v1 [cs.CC] 24 SepJuly 27, 2004

DocID: 1mroB - View Document