A. Adem/R. Milgram: Cohomology of finite groups.
Springer 1994, 330p. 3-540-57025-X. DM 128.

D. Benson: Representations and cohomology. 2 volumes.
Cambridge UP 1991, together 500p. Pds. 25+35.

24895 Dave Benson: Commutative algebra in the cohomology of groups.
Trends Comm. Algebra MSRI 51 (2004), 50p.

3602 Kenneth Brown: Cohomology of groups. Springer 1982.

24896 Kenneth Brown: Lectures on the cohomology of groups.
Internet 2010, 40p.

16999 Dietrich Burde: Cohomology of groups with applications to number theory.
Internet 2009, 74p.

23522 Jon Carlson: Cohomology and representation theory. Internet 2006, 41p.

L. Evens: The cohomology of groups. Oxford UP 1991, 160p. Pds. 20.
"The roots of the cohomology of groups on the algebraic side lie in the
work of Issai Schur at the beginning of the century. The Schur multiplier
of a group is today denoted by H{'2}(G,Z). It was then further developed
by Otto Schreier and became important in the development of class field
theory, which was put in definite form by John Tate, making use of the
cohomology of Galois groups, about 1950. In the 1930s and 1940s it was
also realized that these objects were cohomology groups of certain
topological spaces, and this led ultimately to the development of
homological algebra. Roughly speaking, the cohomology of a group G is
the cohomology of the classifying space BG of G, thus algebraic topology
has a lot to say in the theory of cohomology of groups. In this book
algebraic topology is not used, the subject is developed from the
perspective of homological algebra." (Peter Michor).

D. Greene: Gröbner bases and the computation of group cohomology.
Springer 2003, 140p. Eur 30.

24898 Jürgen Neukirch: Klassenkörpertheorie.
Springer 2012, 220p. Freie elektronische Ausgabe.

24897 Jürgen Neukirch: Class field theory.
Springer 2012, 200p. Free electronic version.

3346 David Rowe: Gauss, Dirichlet, and the laws of biquadratic
reciprocity. Math. Intell. 10/2 (1988), 13-25.

24901 Maxim Stykow: Introduction to group cohomology.
B.Sc. thesis Monash Univ. 2008, 52p.