As nouns the difference between plane and stellation

is that plane is (label) the thing, the point, the interesting thing, the main interest in something, unusualness, speciality while stellation is (mathematics) the construction of a stellated polyhedron (or other polytope) by extending edges or planes.

As an adverb plane

is (label) particularly, especially, certainly.

As nouns the difference between radiation and stellation

is that radiation is the shooting forth of anything from a point or surface, like the diverging rays of light; as, the radiation of heat while stellation is (mathematics) the construction of a stellated polyhedron (or other polytope) by extending edges or planes.

As a proper noun light

is .

As a noun stellation is

(mathematics) the construction of a stellated polyhedron (or other polytope) by extending edges or planes.

As a noun stereography

is any technique for representing solid objects in two dimensions.

As an adjective stereographic is

of or pertaining to stereography.

Distal is a related term of mesioproximal.

In linguistics|lang=en terms the difference between distal and mesioproximal

is that distal is (linguistics) far from the speaker while mesioproximal is (linguistics) in the description of languages with a four-way distinction for demonstratives, refers to a demonstrative which indicates something near the addressee.

As adjectives the difference between distal and mesioproximal

is that distal is (anatomy|geology) remote from the point of attachment or origin; as, the distal end of a bone or muscle while mesioproximal is (linguistics) in the description of languages with a four-way distinction for demonstratives, refers to a demonstrative which indicates something near the addressee.

Mesioproximal is a related term of mesiodistal.

As adjectives the difference between mesiodistal and mesioproximal

is that mesiodistal is of or relating to the mesial and distal surfaces of a tooth while mesioproximal is in the description of languages with a four-way distinction for demonstratives, refers to a demonstrative which indicates something near the addressee.

As an adjective stellated

is star-shaped; stellate.

As a noun stellation is

(mathematics) the construction of a stellated polyhedron (or other polytope) by extending edges or planes.

As nouns the difference between polyhedron and stellation

is that polyhedron is (geometry) a solid figure with many flat faces and straight edges while stellation is (mathematics) the construction of a stellated polyhedron (or other polytope) by extending edges or planes.

As nouns the difference between polytope and stellation

is that polytope is a finite region of n-dimensional space bounded by hyperplanes; the geometrical entity represented by the general term of the infinite sequence "point, line, polygon, polyhedron, ..." while stellation is the construction of a stellated polyhedron (or other polytope) by extending edges or planes.

As nouns the difference between region and semispace

is that region is region; area while semispace is (mathematics) either of two regions of a space.