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Changelog

All notable Changes to the Julia package ManifoldMakie.jl are documented in this file.

The format is based on Keep a Changelog, and this project adheres to Semantic Versioning.

0.1.2 (June 3, 2026)

Changed

  • for the cases, where a FigureAxis was returned, splatting is now possible and the code

was simplified for this also in the docs.

  • introduce a surfaceboundarycolor = :black for the (1-) sphere to be distinguished from the surfacecolor = :;white used for the 2-sphere; both still respect surfacealpha.

0.1.1 (May 29, 2026)

Added

  • scatter, lines, arrows2d, arrows3d and geodesics now set up the right plot according to the manifold and data passed, i.e.
    • the circle in the complex plane is drawn before any of these functions “take over” in their mutating variant.
    • the 1- and 2-sphere
    • all three representations of hyperbolic space
  • geodesics and scattergeodesics now also always generate the correct plot first.

These functions have a uniform interface: they pass axis= and figure= down to the Figure to be created and plot= as that functions kwargs. Their own `kwargs they pass to their mutating variant.

Changed

  • internally the elements returned were not as unified as originally intended. This bug is now fixed:
    • all Figure(M) calls now return a FigureAxis. The all accept axis= and figure= and pass their keyword arguments to the internal plot
    • all non-mutating functions now return a FigureAxisPlot
    • the mutating ones are actually recipes and hence return the plot they modified

0.1.0 (May 25, 2026)

Initial release.

Added

  • a circleimage(Manifold.Circle(ℝ)) to plot angle-valued image data
  • a circleplot(Manifolds.Circle(𝔽)) for the real and complex circle representation
  • a sphereplot(Manifolds.Sphere(n)) for n=1,2 to start a plot with a sphere to put points on.
  • a hyperboloidplot(Hyperbolic(n)) for n=2,3 to start a plot in the hyperboloid model.
  • a poincareballplot(Hyperbolic(n)) for n=2,3 o start a plot in the Poincaré disc or ball model.
  • a poincarehalfspaceplot(Hyperbolic(n)) for n=2,3 to start a plot in the Poincaré hal plane or half space model.
  • a spheredataimage(M, img) to plot 2D matrices containing data on the sphere in every entry. as an alias, also image(M, img) can be used, when M is the 2-sphere.
  • a symmetricpositivedefinitedataimage(M, img) as an alias, also image(M, img) can be used, when M is the 2x2 or 3x3 s.p.d. matrices manifold.