(Enter summary)
Abstract: Quantum Theory of Information. Recall the arguments
in Section 2, where the possibility of translating between different carriers of
(classical) information was taken as the justification for looking at an abstracted
version, the classical Theory of Information, as founded by Shannon. While it
is true that quantum information cannot be translated into this framework,
and is hence a new kind of information, translation is often possible (at least
in principle) between different carriers of... (Update)
Context of citations to this paper: More
.... it is pertinent to ask: what exactly is quantum information Here is a de nition taken from an excellent survey article of Werner [144]. Quantum information is that kind of information which is carried by quantum systems from the preparation device to the measuring...
.... this is, in fact, a natural departure point for various de nitions of information carrying capacities of quantum channels [15, 18, 36]. A good candidate for such a measure is the norm kT id k , where the question mark refers to the fact that we have not yet speci ed a...
Cited by: More
How to Correct Small Quantum Errors - Keyl, Werner (2002)
(Correct)
Radon-Nikodym Derivatives of Quantum Operations - Raginsky (2003)
(Correct)
Dynamical Aspects of Information Storage in Quantum-Mechanical.. - Raginsky (2002)
(Correct)
Similar documents (at the sentence level):
73.7%: Quantum Information Theory - an Invitation - Werner (2001)
(Correct)
Active bibliography (related documents): More All
0.9: Quantum Information Theory - Barnum, III (1998)
(Correct)
0.7: Optimal Cloning of Pure States - Werner (1998)
(Correct)
0.5: The Rate of Optimal Purification procedures - Keyl, Werner (1999)
(Correct)
Similar documents based on text:
0.2: Timothy Spiller Trusted E-Services Laboratory HP Laboratories.. - Th Mail Ts (2002)
(Correct)
0.2: Teleportation into Quantum Statistics - Gill (2002)
(Correct)
Related documents from co-citation: More All
3: Completely bounded maps and dilations (context) - Paulsen - 1986
2: Theory of Operator Algebras (context) - Takesaki - 1979
2: Quantum Detection and Estimation Theory (context) - Helstrom - 1976
BibTeX entry: (Update)
R.F. Werner, \Quantum information theory | an invitation," in Quantum Information | an Introduction to Basic Theoretical Concepts and Experiments, Springer Tracts in Modern Physics, vol. 173 (Springer-Verlag, Berlin, 2001), pp. 14-57. http://citeseer.ist.psu.edu/werner01quantum.html More
@misc{ werner01quantum,
author = "R. Werner",
title = "Quantum information theory | an invitation",
text = "R.F. Werner, \Quantum information theory | an invitation, in Quantum Information
| an Introduction to Basic Theoretical Concepts and Experiments, Springer
Tracts in Modern Physics, vol. 173 (Springer-Verlag, Berlin, 2001), pp.
14-57.",
year = "2001",
url = "citeseer.ist.psu.edu/werner01quantum.html" }
Citations (may not include all citations):
1447
A mathematical theory of communication (context) - Shannon - 1948 ACM
164
Polynomial-time algorithms for prime factorization and discr..
- Shor - 1997 ACM DBLP
59
Quantum theory of open systems (context) - Davies - 1976
55
Teleporting an unknown quantum state via dual classical and ..
- Bennett, Brassard et al. - 1993
52
Good Quantum ErrorCorrecting Codes Exist
- Calderbank, Shor - 1996
48
Quantum mechanics helps in searching for a needle in a hayst.. (context) - Grover - 1997
41
Robinson: Operator algebras and quantum statistical mechanic.. (context) - Bratteli - 1979
40
A single quantum cannot be cloned (context) - Wootters, Zurek - 1982
34
Communication via one- and two-particle operators on Einstei.. (context) - Bennett, Wiesner - 1992
15
Sending entanglement through noisy quantum channels
- Schumacher - 1996
14
Positive functions on C*-algebras (context) - Stinespring - 1955
12
The capacity of the noisy quantum channel (context) - Lloyd - 1997
11
Information transmission through noisy quantum channels (context) - Barnum, Nielsen et al. - 1998
8
Perfect Quantum Error Correcting Code (context) - Laflamme, Miquel et al. - 1996
7
Coding theorems for Quantum Channels (context) - Holevo - 1998
7
Quantum-channel capacity of very noisy channels
- DiVincenzo, Shor et al. - 1998
7
On quantum fidelities and channel capacities
- Barnum, Knill et al. - 2000
6
Experimental tests of realistic local theories via Bell's Th.. (context) - Aspect, Grangier et al. - 1981
6
Longman Scientific and Technical (context) - Paulsen, maps - 1986
6
Optimal quantum cloning machines (context) - Gisin, Massar - 1997
5
All Teleportation and Dense Coding Schemes
- Werner
5
Petz: Quantum entropy and its use (context) - Ohya - 1993
4
Optimal cloning of pure states, judging single clones (context) - Keyl, Werner - 1999
4
Evaluating capacities of Bosonic Gaussian channels (context) - Holevo, Werner
4
Negative entropy and information in quantum mechanics (context) - Cerf, Adami - 1997
4
Generic Bell correlation between arbitrary local algebras in.. (context) - Halvorson, Clifton - 2000
4
Lecture Notes in Physics (context) - Kraus, effects - 1983
3
Universal algorithm for optimal estimation of quantum states.. (context) - Derka, Buzek et al. - 1998
3
Bell's theorem: Experimental tests and implications (context) - Clauser, Shimony - 1978
2
Optimal manipulations with qubits: universal NOT gate (context) - Buzek, Hillery et al. - 1999
2
Optimal purification of single qubits (context) - Cirac, Ekert et al. - 1999
2
Maximal violation of Bell's inequality is generic in quantum.. (context) - Summers, Werner - 1987
2
Unified approach to quantum capacities: towards quantum nois.. (context) - Horodecki, Horodecki et al. - 2000
2
The rate of optimal purification procedures
- Keyl, Werner
2
Cambridge Univ Press (context) - Beth, Jungnickel et al. - 2000
2
Princeton UP (context) - von Neumann, of et al. - 1955
1
Subalgebras of C*-algebras (context) - Arveson - 1969
Documents on the same site (http://www.imaph.tu-bs.de/qi/papers_.html): More
The Rate of Optimal Purification procedures - Keyl, Werner (1999)
(Correct)
Why Two Qubits Are Special - Vollbrecht, Werner (1999)
(Correct)
Fundamentals of Quantum Information Theory - Keyl (2001)
(Correct)
Online articles have much greater impact More about CiteSeer.IST Add search form to your site Submit documents Feedback
CiteSeer.IST - Copyright Penn State and NEC