LIE ALGEBRAS and LIE GROUPS: General: Dixon no date; Hall 2000/05; Semmes 2004/12; Elements of Group Theory (Section 2), by Francisco Yndurain [2007/10] Type: SEMISIMPLE: Witte 2001/06; Type: SH: Azcarraga et al. 98/03; Type: Simple: Azcarraga et al. 98/03; Types: q-DEFORMED; QUANTIZED; Aspects: COHOMOLOGIES: Azcarraga et al. 98/03; Aspects: DIAGRAMS: REPRESENTATIONS: Mihailovs 98/03; Re: BLACK HOLES: BHS: Fre' 98/02; Re: DIFFERENCE EQUATIONS: Levi and Winternitz 2005/02; Re: DUALITIES: Trigante (thesis) 98/01; Re: M THEORY: Fre' 98/02; Re: YANGIAN SYMMETRY: Bernard 92/11; Ge et al. 95/09; THE NET ADVANCE OF PHYSICS
LIE ALGEBRAS and LIE GROUPS: