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- Title
QUANTUM OPTICS NETWORKS, UNITARY OPERATORS AND COMPUTER ALGEBRA.
- Authors
Steeb, Willi-Hans; Hardy, Yorick
- Abstract
In linear quantum optics we consider phase shifters, beam splitters, displacement operations, squeezing operations etc. The evolution can be described by unitary operators using Bose creation and annihilation operators. This evolution can be reduced to matrix multiplication using unitary matrices. We derive these evolutions for the different unitary operators. Finally a computer algebra implementation is provided.
- Subjects
QUANTUM optics; UNITARY operators; ALGEBRA software; PHASE shifters; BEAM splitters; BOSE algebras; MATRICES (Mathematics)
- Publication
International Journal of Modern Physics C: Computational Physics & Physical Computation, 2008, Vol 19, Issue 7, p1069
- ISSN
0129-1831
- Publication type
Article
- DOI
10.1142/S0129183108012674