000			01081nam a2200169Ia 4500
005			20241211205630.0
008			241211s1982 xx 000 0 und d
020			_afcnm1296
082			_a539.723I/G38
100			_aGeorgi, Howard.
245		0	_aLie Algebras in Particle Physics
250			_a1ra
260			_aCalifornia : _bThe Benjamin/Cummings Publishing Company, _c1982
300			_a255 páginas
505			_a1.Groups and representations. 2.Lie groups and lie algebras. 3.Su (3). 4.Tensor operators and the wigner-eckart theorem. 5.Isospin. 6.Roots and weights. 7.Su (4). 8.Simple roots. 9.More Su (3). 10.Tensor methods. 11.Hypercharge and strangeness. 12.Young tableaux. 13.Su (N). 14.The three dimensional harmonic oscillator. 15.Su (6) and the quark model. 16.Color. 17.Hadron masses and heavy quarks. 18.Unified theories and Su (5). 19.The classical groups. 20.The classification theorem. 21.S0 (2n+1) and spinors. 22.S0 (2n+2). 23.Su (n) S0 (2n) and clifford algebras. 24.S0 (10). 25.Automorphisms. 26.Sp (2p). 27.Lie Algebras in particle physics.
942			_yLIB
999			_c50519 _d50519