Quantum IT
Suggested Papers for Review
The following papers are suggested for the review task, and
will be assigned on a first email request basis.
All papers are accessible from a TAU linked terminal.
You are of course welcome to suggest other related papers
as well.
Important notes

In the longer papers you may concentrate on a single
topic, but please advise which in advance.

A typical review will include:
Ψ
Paper theme and summary of the results
Ψ
Rough details of important derivations and the intuition
behind them
Ψ
Criticism
Ψ
New ideas will be most welcome J
Deadlines

Paper selection by July 20^{th }2007.

Submission of a typed soft copy by August 31^{st}
September 30^{th} 2007
Source Coding

A quantum analog of Huffman coding
S.L. Braunstein et al.

Indeterminate length quantum coding  B. Schumacher and
M.D. Westmoreland

Lossless quantum data compression and variable length coding
K. Bostroem
and T. Felbinger

On lossless quantum data compression with a
classical helper R. Ahlswede and N. Cai

Universal quantum information compression
and degrees of prior knowledge R. Jozsa and S. Presnell

Trading quantum for classical resources in
quantum data compression P. Hayden et al

Reversible arithmetic coding for quantum
data compression I.L. Chuang and D.S. Modha
 Quantum ratedistortion theory for memoryless sources I. Devetak and T. Berger

Quantum information can be negative
M. Horodecki et al
 Channel simulation with quantum side information Z. Luo and I. Devetak
Channel Coding

Additivity for unital qubit channels C. King

Additivity of the Classical Capacity of
EntanglementBreaking Quantum Channels P.W. Shor

Entanglement Breaking Channels
M. Horodecki et al

Entanglementassisted classical capacity of
quantum channels with correlated noise N. Arshed and A.H. Toor

Quantum channels with a finite memory
G. Bowen and S. Mancini

The Capacity of a Quantum Channel for
Simultaneous Transmission of Classical and Quantum Information I. Devetak and P.W. Shor

The classical capacity achievable by a quantum channel assisted by
limited entanglement P.W. Shor

On quantum fidelities and channel
capacities H. Barnum et al

Nonorthogonal Quantum States Maximize Classical
Information Capacity C.A. Fuchs

Inequalities and Separations Among Assisted
Capacities of Quantum Channels C.H. Bennett et
al

On entanglementassisted classical capacity
A.S. Holevo

Entanglementassisted capacity of a quantum
channel and the reverse Shannon theorem C.H. Bennett et
al

The private classical capacity and quantum
capacity of a quantum channel I. Devetak

The
private classical capacity with a symmetric side channel and its application to
quantum cryptography G. Smith

A family of quantum protocols I. Devetak et al

Quantum state merging and negative
information M. Horodecki et al

On feedback and the classical capacity of a
noisy quantum channel G. Bowen and R.
Nagarajan

Quantum feedback channels G. Bowen

The capacity of the quantum multipleaccess
channel A. Winter

Quantum broadcast channels J. Yard et al

Theory of quantum errorcorrecting codes E. Knill and R. Laflamme

Error Correcting Codes in Quantum Theory A.M. Steane

Reliability function of general
classicalquantum channel A.S. Holevo

Gaussian quantum channels J. Eisert and M.M. Wolf

The private classical capacity and quantum
capacity of a quantum channel I. Devetak

Quantum Network Coding M. Hayashi et
al
Entanglement

MixedState Entanglement and Distillation: Is
there a Bound Entanglement in Nature? The Horodecki family

Bound on distillable entanglement E.M. Rains

Classical Correlations and Entanglement in Quantum Measurements
V. Vedral

Purification of Noisy Entanglement and Faithful Teleportation via Noisy
Channels C.H. Bennet et al

Many Copies May Be Required for
Entanglement Distillation J. Watrous

Distributed entanglement V. Coffman et al
 Full Additivity of the Entanglement of Formation G.A. PazSilva and J.H. Reina
Miscellaneous

Limitation on the Amount of Accessible
Information in a Quantum Channel B. Schumacher et
al

Lower bound for accessible information in quantum mechanics
R. Jozsa et al

Noncommuting Mixed States Cannot Be Broadcast
H. Barnum et al

Remote preparation of quantum states
C.H. Bennett et al

Strong converse and Stein's lemma in
quantum hypothesis testing T. Ogawa and H.
Nagaoka

Structure of states which satisfy strong subadditivity of quantum entropy with equality P. Hayden et al

Von Neumann measurement is optimal for detecting linearly independent
mixed quantum states Y. Eldar

Distilling common randomness from bipartite
quantum states I. Devetak and A. Winter

Quantum Privacy and Quantum Coherence
B. Schumacher and
M.D. Westmoreland

Limits on the ability of quantum states to
convey classical messages A. Nayak and J. Salzman

Equivalence of Additivity Questions in
Quantum Information Theory P.W. Shor

Remote preparation of quantum states C.H. Bennett et
al