File	Date	Author	Commit
debian	2024-05-15	Vladimir V. Kisil	[e5f15d] Prepare v3.6.14 release.
documentation	2023-12-15	Vladimir V. Kisil	[8c568f] Update documentation.
pycycle	2024-05-15	Vladimir V. Kisil	[e5f15d] Prepare v3.6.14 release.
translations	2023-12-17	Vladimir V. Kisil	[18ee61] Prepare v3.6.11 release.
INSTALL-MINGW.md	2019-10-16	Vladimir V. Kisil	[43f009] Some improvements to Makefile and LaTeX convers...
INSTALL-OSX.md	2019-10-16	Vladimir V. Kisil	[43f009] Some improvements to Makefile and LaTeX convers...
INSTALL.md	2019-10-16	Vladimir V. Kisil	[43f009] Some improvements to Makefile and LaTeX convers...
LICENSE.txt	2015-02-14	Vladimir V. Kisil	[46e592] Add GNU GPL license
Makefile	2023-12-13	Vladimir V. Kisil	[d5185b] Avoid usage of C++20 string format function.
README	2023-07-08	Vladimir V. Kisil	[8c493f] Update project README
cross-compile-macOSX.sh	2019-12-03	Vladimir V. Kisil	[a14ec0] Provide OSX cross-compilation facilities.
cycle.nw	2024-05-15	Vladimir V. Kisil	[e5f15d] Prepare v3.6.14 release.
cycle.pc.skel	2019-11-09	Vladimir V. Kisil	[2e9953] Update Debian package files for libraries.
cycle2D.asy	2018-02-10	Vladimir V. Kisil	[d3b243] Amend copyright years.
dpp.nw	2022-06-17	Vladimir V. Kisil	[0e9b73] Update and amend the version of dpp distributed...
figure-examples.nw	2024-02-23	Vladimir V. Kisil	[206301] Improve generation of new labels in transformed...
figure.nw	2024-05-15	Vladimir V. Kisil	[e5f15d] Prepare v3.6.14 release.
figure.pc.skel	2019-11-09	Vladimir V. Kisil	[2e9953] Update Debian package files for libraries.
figure_ext.tex	2023-12-15	Vladimir V. Kisil	[8c568f] Update documentation.
nw-math-wrap.py	2019-10-16	Vladimir V. Kisil	[43f009] Some improvements to Makefile and LaTeX convers...

Read Me

MoebInv provides two C++ libraries for symbolic, numeric and
graphical manipulations in non-Euclidean geometry. There is Graphical
User Interface yaglom which allows to interact with these
libraries by mouse clicks.

On the deeper level the first library Cycle implements basic
operations on cycles (quadrics) through Fillmore-Springer-Cnops
construction (FSCc). The second library Figure operates on ensembles
of cycles connected by Moebius-invariant relations, e.g. orthogonality.

Both libraries are based on the Clifford algebra capacities of the
GiNaC computer algebra system. These libraries are also accessible
through a Python wrapper, which can be used in interactive mode
and Jupyter notebooks.

The core of both libraries is done for spaces with an arbitrary
dimension. In addition, there are some 2D/3D-specific routines
including visualisation to PS/PDF/PNG/... files through Asymptote
software. There is also an additional Asymptote file cycle2D.asy which
provide some reduced functionality (in 2D without symbolic
calculations) of Cycle library to Asymptote.

The full user and developer documentations are provided in PDF files.
Project Web page: http://moebinv.sourceforge.net/