17059 Jonathan Alperin: Review of the books by Suzuki and Huppert/Blackburn.
Bull. AMS 10/1 (1984), 121-123.

17050 Jonathan Alperin/Rowen Bell: Groups and representations.
Springer 1995, 200p. $30.

K. Arasu a.o. (ed.): Groups, difference sets, and the monster.
De Gruyter 1996, 460p. DM 220.

Michael Aschbacher: Sporadic groups.
Cambridge UP 1993, 370p. 0-521-42049-0. Pds. 35.

16921 Michael Aschbacher: Finite group theory. Cambridge UP 2000, 300p. $37.

16923 Michael Aschbacher: The status of the classification of the finite
simple groups. Notices AMS August 2004, 736-740.
There was a serious gap in the classification, which has only recently
been closed.

Michael Aschbacher/Stephen Smith: The classification of quasithin groups.
2 volumes. AMS 2004, tog. 1220p. Tog. $228.

Helmut Bender/George Glauberman: Local analysis for the odd order theorem.
Cambridge UP 1993, 200p. 0-521-45716-5 (pb). Pds. 20.
Presents a revision and expansion of the first half of the Feit-Thompson 
theorem.

Helmut Bender: Entwicklungslinien der Theorie endlicher Gruppen.
In W.-D. Geyer (Hg.): Jubilaeumstagung 100 Jahre DMV Bremen 1990 (1992), 
77-123.

D. Benson: Polynomial invariants of finite groups.
Cambridge UP 1993, 130p. 0-521-45886-2. Pds. 20.

Richard Borcherds: What is the monster? Notices AMS October 2002, 1076-1077.

17017 Ben Brewster/Michael Ward/Qinhai Zhang: On self-normality and abnormality
in the alternating group of prime power degree. Internet 2002, 16p.

26251 Francis Buekenhout/Dominique Buset: On the foundation of incidence geometry.
Geom. Dedicata 25 (1988), 269-296.

John Horton Conway a.o.: ATLAS of finite groups. Oxford UP 1985.

24250 Pete Clark: A very elementary proof of the generalized Wilson theorem.
Internet, 2p.

16898 Mauro Costantini/Hans Zacher: The finite simple groups have complemented
subgroup lattices. Pacific J. Math. 213 (2004), 245-251.
The authors answer a long-standing open question in group theory.

26145 Mauro Costantini/Hans Zacher: On the subgroup index problem in finite groups.
Israel J. Math. 185 (2011), 293-316.

23392 A. Detinko/Dane Flannery/E. O'Brien: Recognizing finite matrix groups
over infinite fields. J. Symb. Comp. 50 (2013), 100-109.

21577 Klaus Doerk/Trevor Hawkes: Finite soluble groups.
De Gruyter 1992, 890p. Eur 189. "Die beiden Autoren, welche 
selbst durch eine grosse Zahl von Beitraegen zur Theorie der endlichen 
aufloesbaren Gruppen hervorgetreten sind, haben es verstanden, in 
vorliegendem Werk die Aspekte des umfassenden Berichts und der konsequent 
aufgebauten Monographie auf glueckliche Weise zu vereinen. Seine Bedeutung 
fuer die gesamte Theorie der endlichen Gruppen steht ausser Frage." 
(F. Ferschl)

L. Evens: The cohomology of groups. Oxford UP 1991, 160p. Pds. 20.
Eine schoene Darstellung der ZusammenhŠnge zwischen der 
Kohomologietheorie endlicher Gruppen und der kommutativen Algebra.

W. Feit/J. Thompson: Solvability of groups of odd order.
Pacific J. Math. 13 (1963), 775-1029.

M. Geck: An introduction to algebraic geometry and algebraic groups.
Oxford UP 2003, 310p. Pds 37.

16926 Daniel Gorenstein: Finite groups. Harper & Row 1968, 520p.

Daniel Gorenstein: Classifying the finite simple groups.
Bull. AMS 14 (1986), 1-98.

Daniel Gorenstein/Richard Lyons/Ronald Solomon: The classification of the 
finite groups. AMS 1991, 170p. 0-8218-0334-4. $50.

T. Hawkes: Finite soluble groups. 
In K. Gruenberg/J. Roseblade (ed.): Group theory. Essays for Philipp Hall.
Academic Press 1984, 13-60.

20884 Derek Holt: Review of the book "Theory of finite simple groups"
by Gerhard Michler. Bull. AMS 46/1 (2009), 151-156.

D. Holt/W. Plesken: Perfect groups. Oxford UP 1989, 360p. Pds. 35.
Seems to be a good book for the professional group theorist. Many tables. 
A group is perfect, if it coincides with its commutator group.

J. Humphreys: A course in group theory.
Oxford UP 1996, 280p. 0-198-53453-1. Pds 18.

24931 Bertram Huppert: Endliche Gruppen I. Springer 1979, 800p. Eur 49.

B. Huppert/N. Blackburn: Finite groups II.
Springer 1982, 530p. Springer 3-540-10632-4. DM 178.

B. Huppert/N. Blackburn: Finite groups III.
Springer 1982, 450p. 3-540-10633-2. DM 194.

16931 I. Isaacs: Character theory of finite groups. Dover 1994, 300. $9.

21586 I. Isaacs: Finite group theory. AMS 2008, 350p. Eur 56.

R. Kane: Reflection groups and invariant theory. Springer 2001, 380p. DM 61.

14028 Thomas Keilen: Endliche Gruppen.
Proseminar WS 1997/98, Univ. Kaiserslautern, 65p.

14005 Adalbert Kerber: Applied finite group actions.
Springer 1999, 450p. DM 159.

E. Khukhro: Nilpotent groups and their automorphisms.
De Gruyter 1993, 250p. DM 158.

P. Kleidman/M. Liebeck: The subgroup structure of the finite classical groups. 
Cambridge UP 1990, 320p. 0-521-35949-x.Pds. 18.

1694 Hans Kurzweil: Endliche Gruppen. Springer 1977.

14006 Hans Kurzweil/Bernd Stellmacher: Theorie der endlichen Gruppen.
Springer 1998, 340p. DM 44.

C. Leedham-Green/S. McKay: The structure of groups of prime power order.
Oxford UP 2002, 320p. Pds 60.

M. Liebeck/J. Saxl: Groups, combinatorics and geometry.
Cambridge UP 1992, 490p. Pds. 28.

27076 Magnus Linklater: Mathematician, 88, hopes to prove himself again with new solution.
The Times 12 August 2017, 1p. On Atiyah's attempt to prove the Feit-Thompson theorem
by K-theory.

6231 J. Lomont: Applications of finite groups.
Dover 1993, 350p. 0-486-67376-6. $10.

Gerhard Michler: Theory of finite simple groups. Cambridge UP 2006, 660p. $155.

Robert Oliver: Whitehead groups of finite groups.
Cambridge UP 1988, 350p. 0-521-33646-5. $ 35.

9048 Christoph Po''ppe: Ordnung im Gruppenzoo - der Beweis der
eingeschra''nkten Burnsideschen Vermutung. Spektrum 1996/10, 32-37.

7010 Alexander Pott: Finite geometry and character theory.
Springer LN 1601 (1995), 180p. 3-540-59065-X.

L. Redei: Endliche p-Gruppen. Budapest 1989, 300p. DM 68.

17016 Roland Schmidt: Untergruppenverbände endlicher auflösbarer Gruppen.
In 17015 Kegel/, 130-150.

26146 Roland Schmidt: On the subgroup lattice index problem in finite groups.
Israel J. Math. 200 (2014), 141-169.

Jean-Pierre Serre: Finite groups. Intl. Press 2016, 190p.

6254 Li Shirong: On the centralizers of minimal subgroups of finite groups.
Boll. UMI (7) 8-A (1994), 439-447.

10275 Ronald Solomon: On finite simple groups and their classification.
Notices AMS February 1995, 231-239. [8194]

18142 Ronald Solomon: Review of the book "The classification of quasithin
groups" (in two volumes) by M. Aschbacher and S. Smith. Bull. AMS 43/1 (2006), 115-121.

5559 Gernot Stroth: Review of the book "Perfect groups" by Holt/Plesken.
Jber. DMV 94 (1992), B 33-35.

25817 Gernot Stroth: Endliche Gruppen. De Gruyter 2013, 180p. Eur 27.

20657 Gernot Stroth/B. Heinrich Matzat: John Griggs Thompson und
die Theorie der endlichen Gruppen. Mitt. DMV 16/3 (2008), 173-175.

M. Suzuki: Group theory. 2 volumes. Springer 1986. Good books, but very 
expensive. The second volume deals mainly with finite groups.

D. Taylor: The geometry of the classical groups.
Heldermann 1992, 230p. DM 76. A good introduction to the theory of finite 
simple groups.

M. Tomkinson: FC-groups. Pitman 1984.

16930 Bertram Wehrfritz: Finite groups. World Scientific 1999, 120p. $28.

21566 Robert Wilson: The finite simple groups.
Springer 2009, 300p. Eur 40.