The Rotation and lorentz groups and their representation for physicists

Détails bibliographiques
Auteur principal:	Sreenivasa Rao, K N
Format:	Printed Book
Publié:	New Delhi, Wiley 1988
Sujets:	Lorentz transformations Mathematical physics Rotation groups

Chargement en cours...

The rotation and Lorentz groups and their representations for physicists /
par: Srinivasa Rao, K. N.
Publié: (1988)

Chargement en cours...

Rotation and Lorentz groups and their representations for physicists
par: Srinivasa Rao, K N
Publié: (1988)

Chargement en cours...

Rotation and Lorentz groups and their representations for physicists
par: Srinivasa Rao, K N
Publié: (1988)

Chargement en cours...

The Lorentz Group and Harmonic Analysis.
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Lie Groups and Lie Algibras ;A Physicists perspective
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Rotation of the earth
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Publié: (1972)

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The rotation and lorentz groups and their representaions for physicists
par: Srinivasa Rao, K N
Publié: (2016)

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Linear representations of the lorentz group
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Publié: (1964)

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Representations of the rotation and lorentz groups: An introduction
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Stellar rotation
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Linear representations of the Lorentz group
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Publié: (1964)

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Group Theory for Physicists
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Textbook of rotational mechanics
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Basic Principles of Rotational Molding
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Publié: (1978)

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Rotation and lorenzs groups and thier representation for physicists
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group representation theory for physicists /
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Structure of molecules and internal rotation.
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Theory of rotating fluids,
par: Greenspan, Harvey P.
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STRUCTURE OF MOLECULES AND INTERNAL ROTATION
par: MIZUSHIMA SAN ICHIRO
Publié: (1954)

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ROTATIONAL SPECTROSCOPY OF DIATOMIC MOLECULES
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Unitary and rotation groups
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Phyisc of rotating nuclei/
par: Mukherjee S N
Publié: (1995)

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Group theory for physicists
par: Ma, Zhongqi
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Crop rotation in Kerala: a case study of Kaduthuruthy Block /
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Transformation groups applied to mathematical physics /
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Introduction to the theory of relativity
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Elements of group theory for physicists
par: Joshi, A W
Publié: (1982)

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Vibrations in rotating machinery [proceedings]
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Problems and solutions in group theory for physicists /
par: Ma, Zhong-Qi
Publié: (2007)

The Rotation and lorentz groups and their representation for physicists

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