Compound Quantum Systems

Name: Compound Quantum Systems
Brand: Scholars' Press
Availability: OutOfStock
Rating: 5 (1 reviews)

By Federico Holik

0 - Default Title

Description

In this work we study two non-classical features of quantum compound systems, namely, entanglement and indistinguishability using logical and algebraic techniques. First, we study improper mixtures from a quantum logical and geometrical point of view. This is done by extending the von Neumann lattice of propositions in order to include improper mixtures as atoms of the new lattice. Then, we study the problem of quantum non-individuality. We use a quantum structure which is a modification of Zermelo-Frenkel set-theory based on quantum mechanics, namely, Quasi-set Theory (Q). Using Q we develop a new formulation of quantum mechanics which does not uses first order identity on its logical bases. These constructions answer interesting discussions posed in the literature.

Product details

Binding:

Paperback

Number of Pages:

76

Release Date:

2014-07-22

Publication Date:

2014-07-22

Publisher:

Scholars' Press

Languages:

Original: English

ISBN10:

363966177X

ISBN13:

9783639661774

GPSR Manufacturer Reference:

[email protected]

Weight:

131 g

Height:

150 cm

Width:

220 cm

Thickness:

5 cm

Buy on Amazon

Currently sold out