<--- Back to Details
First PageDocument Content
Quantum complexity theory / Bounded-error probabilistic polynomial / Pseudorandom generator / Fourier transform / IP / FO / Theoretical computer science / Applied mathematics / PP
Date: 2010-07-11 20:15:23
Quantum complexity theory
Bounded-error probabilistic polynomial
Pseudorandom generator
Fourier transform
IP
FO
Theoretical computer science
Applied mathematics
PP

A Counterexample to the Generalized Linial-Nisan Conjecture Scott Aaronson∗ Abstract In earlier work [1], we gave an oracle separating the relational versions of BQP and the polynomial hierarchy, and showed that an ora

Add to Reading List

Source URL: www.scottaaronson.com

Download Document from Source Website

File Size: 206,80 KB

Share Document on Facebook

Similar Documents

Guidelines for Authors Manuscripts: 1) QIC publishes papers in all areas of quantum information processing, including quantum algorithms, quantum information theory, quantum complexity theory, quantum cryptology, quantum

Guidelines for Authors Manuscripts: 1) QIC publishes papers in all areas of quantum information processing, including quantum algorithms, quantum information theory, quantum complexity theory, quantum cryptology, quantum

DocID: 1rFsf - View Document

Secure Multiparty Computation of Approximations∗ Joan Feigenbaum† Yuval Ishai‡  Martin J. Straussk

Secure Multiparty Computation of Approximations∗ Joan Feigenbaum† Yuval Ishai‡ Martin J. Straussk

DocID: 1rgTf - View Document

The Complexity of Counting and Randomised Approximation Magnus Bordewich New College University of Oxford

The Complexity of Counting and Randomised Approximation Magnus Bordewich New College University of Oxford

DocID: 1r1Rx - View Document

Unconditional lower bounds April 12, L´ aszl´ o Babai, Noam Nisan, and Mario Szegedy. Multiparty protocols and Logspace-hard pseudorandom sequences. In Proc. 21st STOC, pages 1–11.

Unconditional lower bounds April 12, L´ aszl´ o Babai, Noam Nisan, and Mario Szegedy. Multiparty protocols and Logspace-hard pseudorandom sequences. In Proc. 21st STOC, pages 1–11.

DocID: 1r02x - View Document

Networks embedded in Lorentzian spaces James Clough, Tim Evans Centre for Complexity Science, Imperial College London, London, SW7 2AZ, U.K. {james.clough09,t.evans}@imperial.ac.uk Embedding the nodes of a network in a s

Networks embedded in Lorentzian spaces James Clough, Tim Evans Centre for Complexity Science, Imperial College London, London, SW7 2AZ, U.K. {james.clough09,t.evans}@imperial.ac.uk Embedding the nodes of a network in a s

DocID: 1qZhx - View Document