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Lie groups for pedestrians
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Lie groups for pedestrians
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Lie groups, lie algebras, and some of their applications
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Lie groups for physicists
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Lie algebras
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Semi-simple lie algebras and their representations
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Dualidad T de poisson-Lie en sistemas Hamiltonianos
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Elementos de historia de las matemáticas
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Group representation theory for physicists
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Group theory and its applications in physics-1980
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Group symmetries in nuclear structure
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Group theoretical methods in physics
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Classical dynamics: a modern perspective
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Lectures on geometric quantization
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Group theoretical methods in physics
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Example of a gauge transformation which cannot be continuously lifted to the Lie algebra.
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Group analysis of differential equations
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Generalized coherent states and their applications
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Théorie des fonctions aleatoires: applications à divers phénomènes de fluctuation
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Group theoretical methods in physics
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Global analysis and its applications: lectures presented at an international seminar course at Trieste from 4 July to 25 August 1972.
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Theory of group representations and applications
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Group theory from a geometrical viewpoint
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Théorie des groupes: cours d'initiation
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Group theory and its physical applications
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Topic: ALGEBRA DE LIE
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Topic: MATEMATICAS APLICADAS
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Classical dynamics: a modern perspective
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Lie groups for pedestrians
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Group analysis of differential equations
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Semi-simple lie algebras and their representations
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Lie algebras
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Lie groups for pedestrians
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Lie groups for physicists
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Group theory and its applications in physics-1980
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Group symmetries in nuclear structure
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Lectures on geometric quantization
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Théorie des fonctions aleatoires: applications à divers phénomènes de fluctuation
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Global analysis and its applications: lectures presented at an international seminar course at Trieste from 4 July to 25 August 1972.
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Generalized coherent states and their applications
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Topic: GRUPOS DE LIE
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Topic: MATEMATICAS APLICADAS
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Lie groups for pedestrians
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Lie groups, lie algebras, and some of their applications
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Elementos de historia de las matemáticas
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Author: Lipkin, Harry J.
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Lie groups for pedestrians
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Lie groups for pedestrians
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Quantum mechanics: new approaches to selected topics
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Beta decay for pedestrians.
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Beta decay for pedestrians.
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