Teoria reprezentacji grup i algebr Liego
(Representation theory for Lie groups and algebras)
Page of the subject in USOSweb
Bibliography: (* denotes that there exists an electonic copy)
Basic sources:*!!! Fulton, William; Harris, Joe - Representation theory. A first course.
*Adams, J.F. - Lectures on Lie groups.
Br?cker, Theodor; tom Dieck, Tammo - Representations of compact Lie groups. Graduate Texts in Mathematics, 98.
Carter, Roger; Segal, Graeme; Macdonald, Ian - Lectures on Lie groups and Lie algebras. London Mathematical Society Student Texts, 32.
Knapp, Anthony W. - Representation theory of semisimple groups. An overview based on examples.
Wojty?ski, Wojciech - Grupy i algebry Liego. Biblioteka Matematyczna 60. PWN, Warsaw, 1986
J. F. Adams - Lectures on exceptional Lie groups
Baez, John C. The octonions. Bull. Amer. Math. Soc. (N.S.) 39 (2002), no. 2, 145-205, http://xxx.lanl.gov/ps/math/0105155
A. Baker, Matrix groups, an introduction to Lie groups
R. L. Bryant, Symplectic geometry and Lie groups
Humphreys, James E. - Linear algebraic groups.
W.Fulton, Young tableau, representation theory and geometry
J. Gallier, Concrete introduction to classical Lie groups via the exponential map
Hall B.C. Lie groups, Lie algebras, and representations
Humphreys J. Introduction to Lie algebras and representation theory (GTM 9, Springer, 1972)
Mimura, Mamoru; Toda, Hirosi - Topology of Lie groups I, II. Translated from the 1978
N.-P. Skoruppa, A Crash Course in Lie algebras
A. Vistoli, Notes on Clifford algebra, Spin Groups and Triality,
http://homepage.sns.it/vistoli/clifford.pdf