The hardware and bandwidth for this mirror is donated by dogado GmbH, the Webhosting and Full Service-Cloud Provider. Check out our Wordpress Tutorial.
If you wish to report a bug, or if you are interested in having us mirror your free-software or open-source project, please feel free to contact us at mirror[@]dogado.de.

affiner 0.1.3

• isocubeGrob() and grid.isocube() now make sure that the fill of gp_border is always "transparent" (#58).

affiner 0.1.1

Initial features

• affineGrob() and grid.affine() provide wrappers around grid::defineGrob() and grid::useGrob()

  • isocubeGrob() and grid.isocube() provides a convenience wrapper for the isometric cube case.

• affine_settings() computes grid affine transformation feature viewports and transformation functions

  • Available as a “standalone” file that can be copied over into other R packages under the permissive Unlicense.

• angle() creates angle vector S3 classes that allow users to use whichever angular unit is most convenient for them:

  • Supports “degrees”, “radians”, “half-turns” (aka “pi-radians”), (full) “turns”, and “gradians” units.

  • is_angle() tests whether the input is an angle vector.

  • as_angle() casts objects to angle vectors.

  • degrees(), gradians(), pi_radians(), radians(), and turns() are convenience wrappers around as_angle() for those commonly used angular units.

  • is_congruent() is a generic S3 method which tests whether two R objects are “congruent”. The is_congruent() method for angle vectors tests whether two angles are congruent.

  • angular_unit() can be used to get/set the angular unit of angle vectors.

  • The default angular unit can be adjusted locally/globally by setting the “affiner_angular_unit” option. e.g. options(affiner_angular_unit = "turns").

  • sine(), cosine(), tangent(), secant(), cosecant(), cotangent(), arcsine(), arccosine(), arctangent(), arcsecant(), arccosecant(), and arccotangent() are angle vector aware trigonometric functions.

  • We implement methods for several base generics (plus as a numeric vector it inherits support for several more). Some notes:

    • If both objects in a mathematical operation (in particular + and -) or a c() combining operation are angle vectors then we coerce the second one to use the same angular unit as the first one.
    • as.numeric() takes a unit argument which can be used to convert angles into other angular units e.g. angle(x, "degrees") |> as.numeric("radians") to cast a numeric vector x from degrees to radians.
    • abs() will calculate the angle modulo full turns.

• Coord1D, Coord2D, and Coord3D are (Cartesian) coordinate R6 classes

  • is_coord1d(), is_coord2d(), and is_coord3d() test whether objects are Coord1D, Coord2D, or Coord3D R6 classes

  • as_coord1d(), as_coord2d(), and as_coord3d() cast objects to Coord1D, Coord2D, or Coord3D R6 classes

  • Several mathematical operations are supported for Coord1D, Coord2D, or Coord3D R6 classes

    • * either applies a “dot” product (if multiplying another Coord1D, Coord2D, or Coord3D object) or a “scaling” transformation (if multiplying a numeric value)
    • / applies a “scaling” transformation
    • Unary - applies a “scaling” transformation whereas binary - and + apply a “translation” transformation

  • Additional S3 methods:

    • abs() computes Euclidean norm
    • convex_hull2d() computes convex hull (currently just for Coord2D vectors)
    • cross_product3d() computes a cross product between Coord3D vectors
    • distance1d(), distance2d(), and distance3d() computes Euclidean distances
    • mean() computes centroids of coordinates
    • normal2d() computes Coord2D normals
    • normal3d() computes Coord3D normals
    • plot() and points() plots Coord1D and Coord2D coordinates using base graphics. If the suggested {ggplot2} package is installed one may also use autolayer() to plot Coord1D and Coord2D points. If the suggested {rgl} package is installed one may also use plot3d() to plot Coord3D points (or straightforwardly use the primitive points3d()).
    • range() computes axis-aligned ranges

• Point1D, Line2D, and Plane3D R6 classes

  • as_point1d() casts objects to Point1D R6 classes
  • as_line2d() casts objects to Line2D R6 classes
  • as_plane3d() casts objects to Plane3D R6 classes
  • is_point1d() tests whether objects are Point1D R6 classes
  • is_line2d() tests whether objects are Line2D R6 classes
  • is_plane3d() tests whether objects are Plane3D R6 classes

• transform1d(), transform2d(), and transform3d() create 1D/2D/3D affine transformation matrix S3 classes

  • is_transform1d(),is_transform2d(), and is_transform3d() test iftransform1d(), transform2d(), or transform3d() objects.
  • as_transform1d(), as_transform2d(), and as_transform3d() cast objects to transform1d(), transform2d(), or transform3d() objects.
  • permute2d() and permute3d() transformation matrices permutes coordinate axes.
  • project1d(), project2d(), and project3d() create projection matrices.
  • reflect1d(), reflect2d() and reflect3d() create reflection affine transformation matrices.
  • rotate2d() and rotate3d() create rotation affine transformation matrices. rotate3d_to_AA() converts from 3D rotation matrix to axis-angle representation.
  • scale1d(), scale2d(), and scale3d() create scaling affine transformation matrices.
  • shear2d() and shear3d() create shearing affine transformation matrices.
  • translate1d(), translate2d(), and translate3d() create translation affine transformation matrices.

• {affiner} supports the following options settable by base::options():

  • affiner_angular_unit: The default for the unit argument used by angle() and as_angle(). The default for this option is “degrees”.
  • affiner_grid_unit: The default for the unit argument used by affine_settings(). The default for this option is inches.
  • These options can be queried with the convenience function affiner_options().

These binaries (installable software) and packages are in development.
They may not be fully stable and should be used with caution. We make no claims about them.
Health stats visible at Monitor.