Xanthoconium affine - definition. What is Xanthoconium affine
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Xanthoconium affine         
SPECIES OF FUNGUS
Boletus affinis
Xanthoconium affine is a species of edible bolete fungus of the genus Xanthoconium. First described as a species of Boletus by Charles Horton Peck in 1873, it was placed in its current genus by Rolf Singer in 1944.
Affine transformation         
  • Effect of applying various 2D affine transformation matrices on a unit square. Note that the reflection matrices are special cases of the scaling matrix.
  • Affine transformations on the 2D plane can be performed by linear transformations in three dimensions. Translation is done by shearing along over the z axis, and rotation is performed around the z axis.
  • A central dilation. The triangles A1B1Z, A1C1Z, and B1C1Z get mapped to A2B2Z, A2C2Z, and B2C2Z, respectively.
  • A simple affine transformation on the real plane
GEOMETRIC TRANSFORMATION THAT PRESERVES LINES BUT NOT ANGLES NOR THE ORIGIN
Affine map; Affine function; Affine transformations; Affine transform; Affine mapping; Affinity (mathematics); Affine Transform; Affine transformation matrix; Affine-linear function
In Euclidean geometry, an affine transformation, or an affinity (from the Latin, affinis, "connected with"), is a geometric transformation that preserves lines and parallelism (but not necessarily distances and angles).
affine transformation         
  • Effect of applying various 2D affine transformation matrices on a unit square. Note that the reflection matrices are special cases of the scaling matrix.
  • Affine transformations on the 2D plane can be performed by linear transformations in three dimensions. Translation is done by shearing along over the z axis, and rotation is performed around the z axis.
  • A central dilation. The triangles A1B1Z, A1C1Z, and B1C1Z get mapped to A2B2Z, A2C2Z, and B2C2Z, respectively.
  • A simple affine transformation on the real plane
GEOMETRIC TRANSFORMATION THAT PRESERVES LINES BUT NOT ANGLES NOR THE ORIGIN
Affine map; Affine function; Affine transformations; Affine transform; Affine mapping; Affinity (mathematics); Affine Transform; Affine transformation matrix; Affine-linear function
<mathematics> A linear transformation followed by a translation. Given a matrix M and a vector v, A(x) = Mx + v is a typical affine transformation. (1995-04-10)