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README

1
2		FinInG -- Finite Incidence Geometry
3
4				John Bamberg (University of Western Australia)
5				Anton Betten (Colorado State University, Fort Collins)
6				Philippe Cara (Vrije Universiteit Brussel)
7				Jan De Beule (Vrije Universiteit Brussel)
8				Michel Lavrauw (Sabancı Üniversitesi, and Università degli Studi di Padova)
9				Max Neunhoeffer (University of St. Andrews)
10
11
12This package provides:
13
14- functionality to create and explore finite incidence structures, such as
15	finite projective spaces, finite classical polar spaces, generalised polygons,
16	coset geometries, finite affine spaces, and many more;
17
18- functionality to explore algebraic varieties in finite projective and finite affine spaces;
19
20- functionality that deals with the automorphism groups of incidence structures,
21	and functionality integrating these automorphism groups with the group theoretical
22	capabilities of GAP;
23
24- functionality to explore various morphisms between finite incidence structures.
25
26
27For further information see:
28
29	http://www.fining.org
30
31INSTALLATION AND DEPENDENCIES
32
33FinInG requires the following packages: GAPDoc, GenSS, forms, GRAPE, orb, io, and cvec.
34The DESIGN package is not required to load FinInG, but is needed to use some particular functions
35for generalised polygons. The required packages are all available through the website of GAP, and
36are usually installed by default. However, for some of these packages, compilation might still
37be required. The complete installation procedure is explained in the INSTALL file, and in the
38FinInG manual. Here we continue with the summary for the experienced or impatient user.
39
40Just unpack one of the archives in the "pkg" subdirectory of your GAP
41installation. The archive is available in several formats:
42
43   fining-x.y.tgz
44   fining-x.y.zip
45
46Unpacking generates a subdirectory "fining". If the dependencies are satisfied, you can load the package
47by typing in the GAP command line "LoadPackage("fining");". All documentation and
48examples are included.
49
50Have a lot of fun!
51
52The authors,
53
54John Bamberg, Anton Betten, Philippe Cara, Jan De Beule, Michel Lavrauw and Max Neunhoeffer.
55