Releases: flatsurf/sage-flatsurf
0.7.1
0.7.0
Added:
- Added method
SimplicialHomologyClass.chain()
and examples that show how to rewrite a homology class into edges with multiplicities or into a holonomy vector. - Added homology of saddle connections
Changed:
- Changed documentation to recommend conda over mamba (since mamba has been merged into essentially).
Fixed:
- Fixed a printing issues with surfaces containing 21-gons to 99-gons.
- Fixed printing of
change_ring()
surfaces. - Fixed
surface.change_ring().change_ring()
to change the ring of the underlying surface instead of wrapping the surface twice. - Fixed asssertion error when computing homology over the rationals.
- Fixed broken links in documentation (and added automatic checks for broken links).
- Fixed download instructions for "nightly build" installer.
- Fixed
%pip
and!conda
in JupyterLab when launched from the installer
(pip and conda are now installed into the dev environment). - Fixed an UnboundLocalError in some saddle connection searches.
- Fixed "borrowing reference" error in all installers.
0.6.2
0.6.1
0.6.0
Added:
- Added methods
angle()
,edges()
,edges_ccw()
, andturns()
for points of a surface. - Added methods
angles()
for similarity surfaces and surfaces with boundary. - Added
is_in_edge_interior()
andis_in_polygon_interior()
for points of a surface. - Added
README
to point out that our benchmarks are published at https://flatsurf.github.io/sage-flatsurf/asv/. - Added installers for Linux, macOS, and Windows.
- Added
homology()
andcohomology()
for surfaces; also exposed asSimplicialHomology()
andSimplicialCohomology()
. - Added
area()
for hyperbolic convex sets. - Added
angle()
between hyperbolic geodesics. - Added
is_convex()
for similarity surfaces to decide whether joining two polygons in a surface would lead to a convex polygon. - Added
join()
for polygons, to glue two adjacent polygons into a single polygon. - Added
triangulate()
method to Euclidean polygons. - Added
__getitem__()
to alllabels()
so that accessingsurface.labels()[i]
is possible. - Added
is_triangulated()
,is_delaunay_triangulated()
, andis_delaunay_decomposed()
for the infinite staircase. - Added
labels
parameter toMutableOrientedSimilaritySurface.from_surface()
to only copy part of an existing surface. - Added a Tour of flatsurf to the documentation.
- Added
VeechGroup
andAffineAutomorphismGroup
(also accessible asveech_gruop()
andaffine_automorphism_group()
on surfaces.) - Added
apply_matrix()
to all oriented similarity surfaces. (We apply the matrix to all polygons and keep the gluings intact. Probably not the most meaningful operation for non-dilation surfaces but it can be useful while building surfaces.) - Added
delaunay_triangulate()
to similarity surfaces which returns a morphisms to a Delaunay triangulation of the surface. - Added
delaunay_decompose()
to similarity surfaces which returns a morphisms to a Delaunay cell decomposition of the surface. This method always has an optional parametercodomain
which can be an existing cell decomposition, this effectively exposes theisomorphism()
function of aFlatTriangulation
in libflatsurf. - Added
ngens()
to homology to get the Betti number of homology. - Added
hom()
for homology to produce the morphism in homology induced by a morphism of a surface or the morphism in homology given by a matrix. - Added
pyflatsurf()
to translation surfaces to produce an isomorphic surface that is backed by libflatsurf (and exposes the underlying libflatsurf object in itsflat_triangulation()
method.) - Added construction and test for veering triangulation of dilation surfaces
- Added random_flip for triangulated similarity surfaces
Changed:
- Changed the default development workflow. While you may still use conda/mamba for development, we recommend to use pixi instead, see the README for details.
- Renamed
flatsurf.geometry.delaunay
toflatsurf.geometry.lazy
. (If for some reason you used this module directly, you need to update your imports.) - Moved
GL2RImageSurface
fromflatsurf.geometry.half_dilation_surface
toflatsurf.geometry.lazy
. (If for some reason you used this class directly, you need to update your imports.) - Changed
labels()
andpolygons()
not to inherit fromcollections.abc.Set
anymore. These are not just sets because their order matter, in particular, their order is compatible. However,edges()
andgluings()
are stillcollections.abc.Set
. - Changed
relabel()
on surfaces to default to relabeling to integer labels. Also the keyword parameterrelabeling_map
is now calledrelabeling
. - Changed
apply_matrix()
, it now returns a morphism to the deformed surface. To recover the old behavior, useapply_matrix().codomain()
. - Changed
triangle_flip()
to now always turn the diagonal counterclockwise from the perspetive oflabel
. - Changed
subdivide_edges()
, it now returns a morphism to the surface with inserted vertices. To recover the old behavior, usesubdivide_edges().codomain()
.
Deprecated:
- Deprecated
return_adjacent_edges
as a keyword argument toangles()
since we do not want the type of a return value to fundamentally depend on the arguments. - Deprecated triangulation with
triangulate(in_place=True)
. There is no performance advantage in such a triangulation and it complicates future work on morphisms. - Deprecated the
limit
keywords foris_triangulated
,is_delaunay_triangulated
,_is_*_surface
,cmp
. Querying infinite surfaces for properties up to a limit is often not very useful and at the same time the question can be answered trivially with knowledge of the surfaces. Also, this was implemented very inconsistently. - Deprecated the
singularity_limit
keywords forto_surface
. There is no replacement planned for this feature. - Deprecated
circumscribing_circle()
of a polygon in favor ofcircumscribed_circle()
. - Deprecated the
test
keyword oftriangle_flip
since there is alreadyis_convex(strict=True)
. - Deprecated
delaunay_triangulation()
in favor ofdelaunay_triangulate()
. - Deprecated
delaunay_decomposition()
in favor ofdelaunay_decompose()
. - Deprecated
flatsurf.geometry.pyflatsurf_conversion
module in favor offlatsurf.geometry.pyflatsurf.conversion
.
Removed:
- Removed support for SageMath 9.4, 9.5, 9.6 (things might still work but we are not testing for it automatically anymore.)
- Removed the old
flatsurf.geometry.relative_homology
without prior deprecation (since it was not exposed publicly anywhere.) The new implementation should cover all the relevant features. - Removed the
ring
keyword argument fromGL2RImageSurface
andGL2RMapping
, the ring is now always the common parent of the surface base ring and the matrix base ring. (Usechange_ring
if you want the surface to live over another ring.) - Removed the option
in_place=True
fromdelaunay_triangulation()
anddelaunay_decomposition()
. There is no asymptotic runtime advantage in performing this operation in place (and we need to maintain two very different copies of the same functionality.) - Removed the option
triangulated=True
fromdelaunay_triangulation()
anddelaunay_decomposition()
since there is no significant runtime advantage in practice. - Removed the option
delaunay_triangulated=True
fromdelaunay_decomposition()
since there is no significant runtime advantage in practice. - Removed the
direction
keyword fromdelaunay_triangulation()
anddelaunay_decomposition()
. The claimed behavior about separatrices does not actually hold so the behavior here was somewhat random. Instead, we now always turn each edge counterclockwise when flipping. - Removed
local
andlimit
parameters fromrel_deformation()
. The method is now backed by libflatsurf and should be much faster in practice. - Removed the
direction
keyword oftriangle_flip
,veering_triangulation
,l_infinity_delaunay_triangulation
,delaunay_triangulation
, anddelaunay_decomposition
since it was not clear what it actually did in general, instead the diagonal is now always turned counterclockwise. - Removed support for SageMath 9.2 and 9.3. Virtually all of sage-flatsurf should still work with these versions but there are some inconsistencies in some homology outputs and we do not want to worry about it in our automated testing.
Fixed:
- Fixed
an_element()
andsome_elements()
of mutable surfaces. - Fixed creation of points on the boundary of a surface.
- Fixed plotting of surfaces with boundary.
- Fixed caching of methods on mutable surfaces. Before
edge_matrix()
on a mutable surfaces was cached which could lead to wrong results. - Fixed compatibility with SageMath 10.4.
- Fixed plotting in the reference manual. The module documentation now contain plots (when wrapped with jupyter-execute) instead of just saying
Graphics object consisting of 18 graphics primitives
. - Fixed
edges()
of a hyperbolic polygon. The reported edges do now take into account marked vertices. - Fixed rendering of formulas in documentation.
- Fixed ipyvue-flatsurf version installed with the flatsurf.yml environment so it is actually compatible with sage-flatsurf.
- Fixed installation instructions to include the Jupyter notebook which is mentioned there.
- Fixed comparison of infinite sets of labels. Labels can now be compared and hashed in some very limited cases.
- Fixed
j_invariant()
anderase_marked_points()
they are now not available for infinite type surfaces anymore (where they failed before.) - Fixed
subdivide()
andsubdivide_polygons()
; they now return immutable surfaces in the correct category. - Fixed failing installation on macOS from flatsurf.yml.
- Fixed documentation on how to upgrade a mamba install of flatsurf.
- Fixed some rare compatibility issues when packages from conda-forge and anaconda get mixed up.
- Fixed name of project in setup.py. It's now
sage-flatsurf
instead ofsage_flatsurf
. - Fixed documentation build to be compatible with SageMath 10.2 themeing.
- Fixed notification when docbuild is ready so it is less noisy, see sagemath/sage#37740.
- Fixed some pins in the flatsurf.yml that defines the flatsurf stack; upgraded SageMath to 10.2 and added pyintervalxt that had been missing.
- Fixed
is_convex()
for edges of surfaces. It does now allow this check for self-glued polygons. - Fixed
==
and hashing for circles. Circles can now be used in dicts and sets. - Fixed L^oo-Delaunay triangulation of dilation surfaces
0.5.2
Fixed:
- Fixed double escapes in sage-flatsurf version numbers.
Installer Linux & macOS & Windows (experimental)
Please provide feedback if this works or doesn't work for you :)
You can install the entire flatsurf stack if you are on Linux or macOS or on Windows.
For Windows, download the exe and follow the instructions.
For Linux and macOS, this does not make any changes to your system or user setup but just puts things into a self-contained directory. Download the pixi.tar.gz and run the following:
tar zxf sage-flatsurf-0.5.2.pixi.tar.gz
cd sage-flatsurf-0.5.2
PIXI_ARCH=x86_64 ./sage
./jupyterlab
Obsolete installers Linux & macOS
There is some older installers for Linux and macOS that are a bit more invasive and not recommended:
Download the corresponding .install
below and copy it do a directory where you want to install flatsurf (the directory path must not contain whitespaces.) Then run
sh flatsurf-0.5.2-*.install
./flatsurf-0.5.2/flatsurf.run
This should open a Jupyter Lab in the current directory with SageMath and all of flatsurf pre-installed.
0.5.1
Added:
- Added
get_point_position()
for non-convex polygons.
Deprecated:
- Deprecated the
translation
keyword argument forget_point_position
.
Fixed:
- Fixed angles() for half translation surfaces built with non-convex polygons
- Fixed triangulation of surfaces built from non-convex polygons.
0.5.0
How to Install/Upgrade
Quite a few things have changed in this release of sage-flatsurf. If you have been using sage-flatsurf before, you likely installed it through conda-forge. We recommend to initially keep your old version of sage-flatsurf around and install the latest release into a separate environment.
mamba env create -n flatsurf050 -f https://github.com/flatsurf/sage-flatsurf/raw/master/flatsurf.yml
creates a new environment called flatsurf050
. To activate it, use conda activate flatsurf050
.
If you have never installed sage-flatsurf before, have a look at our installation guide here: https://flatsurf.github.io/sage-flatsurf/#installation
Release Notes
Added:
- Added example of how to check some conjectures by Boshernitzan to the documentation.
- Added
point()
on surfaces which contains the features of both,singularity()
andsurface_point()
. (When passed a vertex id, it returns the point corresponding to that "singularity", when passed coordinates, it creates the point from the coordinates.) - Added a hierarchy of surface categories,
TopologicalSurfaces
,PolygonalSurfaces
,SimilaritySurfaces
,DilationSurfaces
,ConeSurfaces
,TranslationSurfaces
,HyperbolicSurfaces
, andEuclideanPolygonalSurfaces
together with axiomsConnected
,Orientable
,Oriented
,WithBoundary
,WithoutBoundary
,FiniteType
,InfiniteType
,Positive
. These categories replace the existing hierarchy ofSimilaritySurface
,DilationSurface
,HalfDilationSurface
,TranslationSurface
,HalfTranslationSurface
,RationalConeSurface
,RationalSimilaritySurface
,ConeSurface
. They serve essentially the same purpose, providing a place where to put functionality that applies to a certain kind of surface. However, this allows for more granularity, e.g., if some computation is only possible for translation surfaces of finite types, the method now lives inTranslationSurfaces.FiniteType
and simply won't be available to surfaces that are of infinite type. - Added a hierarchy of polygon categories,
Polygons
,HyperbolicPolygons
,EuclideanPolygons
andEuclideanPolygonsWithAngles
together with axiomsConvex
,Rational
, andSimple
. These replace the existing differentiation betweenPolygon
,ConvexPolygon
andEquiangularPolygons
. - Added a
labels()
method to surfaces. This replaces the deprecatedlabel_iterator()
method. The object returned bylabels()
can (often) be efficiently queried for itslen
and decide containment. - Added a
polygons()
method to surfaces. This essentially replaces the deprecatedlabel_polygon_iterator()
andlabel_iterator(polygons=True)
method. The object returned bypolygons()
can be efficiently queried for itslen
so this also replaces the deprecatednum_polygons
. - Added a
roots()
method to surfaces that returns labels from which iteration bylabels()
should start exploration of the connected components of a surface. There is also aroot()
method that returns the only such label on a connected surface. - Added a
is_finite_type()
method to surfaces. This replaces the deprecatedis_finite()
. - Added an
is_compact()
method to surfaces that returns whether the surface is compact as a topological space. - Added an
is_connected()
method to surfaces that returns whether the surface is connected as a topological space. (Before such surfaces were not well supported.) - Added an
is_with_boundary()
method that returns whether a surface has polygons with unglued edges. (Before such surfaces were considered to be invalid now they are supported to some limited extent.) - Added an
euler_characteristic()
method for surfaces of finite type. - Added a
change_ring()
method to all surfaces to create a copy of the surface with polygons defined over a different base ring. - Added a
vertices()
method to all surfaces built from polygons that returns the set of equivalence classes of vertices of those polygons. - Added points of polygons as explicit objects (so that polygons become proper SageMath parents.) These points currently do not have many features.
- Added a
describe_polygon()
method to all polygons to create nicer textual representation of polygons for error messages. - Added a
is_degenerate()
method to detect polygons with zero area or marked vertices. - Added a
marked_vertices
keyword tovertices()
of polygons to control whether vertices with angle π are included in the output. - Added a
erase_marked_vertices()
method to polygons to produce a copy of the polygon without vertices with angle π. - Added
is_equilateral()
andis_equiangular()
methods to Euclidean polygons. - Added a Pull Request Template on GitHub so we don't forget to write news or update the documentation.
- Added installation instructions to the documentation.
- Added
HyperbolicPlane
and plotting of hyperbolic objects. Unlike the implementation in SageMath, we do not rely on any symbolic computations. - Added some convenience functions for
SurfacePoint
such asrepresentatives()
,representative()
. Also ported over the methods fromSingularity
toSurfacePoint
(though most are marked deprecated.) - Added support for keyword arguments when plotting surfaces, e.g.,
plot(fill=None)
prints polygons transparent for a similarity surface. - Added
polygon_options
,edge_options
, andvertex_options
to control plotting inPolygon.plot()
. - Added
translation_surfaces.lanneau_nguyen_genus3_prototype()
andtranslation_surfaces.lanneau_nguyen_genus4_prototype()
. - Added
Polygon.subdivide()
,Surface.subdivide()
, andSimilaritySurface.subdivide()
to subdivide polygons into triangles centered at the centroid of the convex polygons. - Added
Polygon.subdivide_edges()
,Surface.subdivide_edges()
, andSimilaritySurface.subdivide_edges()
to add equally spaced marked points along the edges of polygons. - Added
Polygon.centroid()
to compute the geometric center of polygons. - Added
plot()
method for tangent vectors.
Changed:
- Changed supported versions of SageMath. We now require at least SageMath 9.2 (released in October 2020.)
- Changed the notion of "dilation surface" in some places. What was previously called a "half-dilation surface" is now called a "dilation surface", and what was previously called a "dilation surface" is now called a "positive dilation surface". (Existing code should not be affected by this but the documentation has been updated and new functions use this naming.) Note that the notions of a half-translation surface and a translation surface have not changed (though internally a translation surface is just a positive half-translation surface.)
- Changed the mutability of the surface returned by
polyhedron_to_cone_surface
; the returned surface is now immutable. - Changed the mutability of methods taking an
in_place
keyword argument. These methods now consistentlny return an immutable surface whenin_place
isFalse
. - Changed
Polygon
inflatsurf.geometry.polygon
; it has been renamed toEuclideanPolygon
.Polygon()
is now a factory function that creates an euclidean polygon, compatible with the way thatpolygons()
used to create such a polygon. - Changed the structure of hyperbolic sets. Points are now SageMath elements of their parent, the hyperbolic plane. Other sets are now (facade) parents. This change allows us to bring hyperbolic convex polygons as parents into the category of polygons. So, hyperbolic polygons and Euclidean polygons are on a similar footing and we can (eventually) build surfaces from both of them in the same way.
- Renamed
flatsurf.geometry.matrix_2x2
toflatsurf.geometry.euclidean
and moved more geometry helpers there. - Changed placement and naming of some geometry helper functions. For example, unified
is_parallel
andis_same_direction
, renamedis_opposite_direction
tois_anti_parallel
(and simplified implementation), renamedwedge_product
toccw
and renamedwedge
towedge_product
. Most of these now live inflatsurf.geometry.euclidean
. - Changed the label parameter of
add_polygon()
. It is now required to be a keyword argument. - Changed the meaning of the
lengths
parameter when creating a polygon from lengths and angles. Before, the slopes of a generic polygon with such angles were scaled bylengths
(the slopes are a somewhat random implementation detail.) Now, thelengths
are actually, the Euclidean lengths of the sides. Specifyinglengths
andangles
might therefore lead to some square roots having to be computed. To get the old behaviour, one can specify angles and edges and use the slopes scaled by lengths as edges. - Changed the documentation build to use the furo theme for sphinx, the same theme that SageMath uses for its documentation.
- The parameter
limit
forSurfacePoint
andSingularity
is now optional. If not given for infinite surfaces, the search will keep going until the object has been constructed. - Changed how points print. Instead of
Surface point with n coordinate representations
, points now print as one of these coordinate representations. - Changed == of surfaces in some limited cases. Equality now means more strictly that surfaces are indistinguishable. For example, a mutable surface is now always distinct from an immutable surface.
Deprecated:
- Deprecated the
walker()
method on surfaces. Thelabels()
are now always guaranteed to be iterated in a canonical order (starting from theroots()
, a breadth-first search is performed.) - Deprecated the
base_label()
method on surfaces. Theroot()
androots()
methods serve the same purpose but have clearer semantics for disconnected surfaces. - Deprecated the...