1. Information Theory and Quantum Physics
Author: by Herbert S. Green.
Library: Center and Library of Islamic Studies in European Languages (Qom)
Subject: Coding theory.,Mathematical physics.,Physics.,Quantum theory.
2. Special Relativit
Author: / by Valerio Faraoni
Library: Central Library, Center of Documentation and Supply of Scientific Resources (East Azarbaijan)
Subject: Physics,Electronic books
Classification :
E-BOOK
3. Special relativity
Author: Faraoni, Valerio., Valerio Faraoni
Library: Library and Documentation Center of Kurdistan University (Kurdistan)
Subject: ، Special relativity )Physics(,، Physics,، Classical and Quantum Gravitation, Relativity Theory,، Mathematical Applications in the Physical Sciences
Classification :
QC173
.
65
.
F37
2013
4. Spinors in Physics
Author: by Jean Hladik.
Library: Center and Library of Islamic Studies in European Languages (Qom)
Subject: Physics.,Quantum theory.
5. Symmetries in quantum physics /
Author: U. Fano, A.R.P. Rau.
Library: Center and Library of Islamic Studies in European Languages (Qom)
Subject: Mathematical physics.,Quantum theory-- Mathematics.,Symmetry (Physics)-- Methodology.,Mathematical physics.,Quantum theory-- Mathematics.,SCIENCE-- Physics-- Quantum Theory.,Symmetry (Physics)-- Methodology.
Classification :
QC174
.
17
.
M35
F36
1996eb
6. The rotation and Lorentz groups and their representations for physicists
Author: Srinivasa Rao, K
Library: Library of College of Science University of Tehran (Tehran)
Subject: ، Rotation groups,، Lorentz groups,، Mathematical physics
Classification :
QC
174
.
17
.
R65
S68
1988
7. The rotation and Lorentz groups and their representations for physicists
Author: Srinivasa Rao, K.
Library: Central Library and Documentation Center (Kerman)
Subject: ، Rotation groups,، Lorentz groups,، Mathematical physics
Classification :
QC
174
.
17
.
R65
S68
1988
8. The rotation and Lorentz groups and their representations for physicists /
Author: K.N. Srinivasa Rao
Library: Center and Library of Islamic Studies in European Languages (Qom)
Subject: Lorentz groups,Mathematical physics,Rotation groups
Classification :
QC174
.
17
.
R65
S68
1988
