In quantum information, quantum teleportation, or entanglement-assisted teleportation is a technique that transfers a quantum state to an arbitrarily distant location using a distributed entangled state and the transmission of some classical information. Quantum teleportation does not transport energy or matter, nor does it allow communication of information at superluminal speed.

Motivation

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This article will use standard nomenclature in quantum information: the two parties are Alice (A) and Bob (B), and a qubit is in general a superposition of quantum state labelled $|0\backslash rangle$ and $|1\backslash rangle$. Equivalently, a qubit is a unit vector in two-dimensional Hilbert space.

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JMP: Quantum Mechanics (General and Nonrelativistic)

Extending the class of solvable potentials. I. The infinite potential well with a sinusoidal bottom
A. D. Alhaidari and H. Bahlouli This is the first in a series of papers where we succeed in enlarging the class of exactly solvable potentials in one and three dimensions by obtaining solutions for new relativistic and nonrelativistic problems. This is accomplished by constructing a matrix representation of the wave operator in a ... [J. Math. Phys. 49, 082102 (2008)] published Fri Aug 8, 2008.
Minimal length uncertainty relations and new shape invariant models
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Quantum Markov chains
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