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QIP (complexity)
Known as:
Quantum Interactive Polynomial time
, QIP
, Quantum Interactive Polynomial
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In computational complexity theory, the class QIP, which stands for Quantum Interactive Polynomial time, is the quantum computing analogue of the…
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Related topics
Related topics
12 relations
BQP
Complexity class
Computational complexity theory
EXPTIME
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2019
2019
Technology-dependent Quantum Logic Synthesis and Compilation
Kaitlin N. Smith
2019
Corpus ID: 213543638
2014
2014
A tale of two spins: electron spin centre assemblies with N@C60 for use in QIP
Kyriakos Porfyrakis
,
G. Briggs
2014
Corpus ID: 92974730
Review
2014
Review
2014
On Applications of the Equilibrium Value Method
S. Booth
2014
Corpus ID: 16408951
In 2010, Jain et al. [JJUW10] provided the first proof that QIP=PSPACE. Jain et al. used a constructive argument which applied…
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2012
2012
Adaptive Regularization for Similarity Measures
K. Crammer
,
Gal Chechik
International Conference on Machine Learning
2012
Corpus ID: 51983129
Algorithms for learning distributions over weight-vectors, such as AROW (Crammer et al., 2009) were recently shown empirically to…
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2011
2011
Rationality in the Theory of the Firm
R. Standish
,
S. Keen
2011
Corpus ID: 54903628
We have previously presented a critique of the standard Marshallian theory of the firm, and developed an alternative formulation…
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2007
2007
QIP Note : On the Quantum Fourier Transform and Applications
I. Damgård
2007
Corpus ID: 16101933
This note introduces Fourier transforms over finite Abelian groups, and shows how this can be used to find the period of any…
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2007
2007
Building a superlattice for ultracold 87 Rb-atoms
Christian Neustetter
2007
Corpus ID: 189856387
2006
2006
On the Induced Benets arising from Transport Infrastructure Investments in a Spatial Oligopoly
J. C. Meléndez-Hidalgo
2006
Corpus ID: 55358938
We investigate the welfare e¤ects of transport cost reductions resulting from infrastructure improvements, in a heterogeneous…
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2003
2003
Re: [nv-l] Vital QIP and NetView....what if
Paúl
2003
Corpus ID: 208936459
1954
1954
On maximizing an integral with a side condition
R. Emerson
1954
Corpus ID: 51853286
The class, 'P, of admissible functions is to include all p(x) satisfying A1: u(x) <p(x) <v(x), A2: F(p(x), x) and G(p(x), x…
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