💡 Words with a Similar Meaning to "Finite geometry"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| pregeometrynoun | (mathematics) An infinite finitary matroid. |
| geometrynoun | (mathematics, uncountable) The branch of mathematics dealing with spatial relationships. |
| finite elementnoun | (mathematics) Any of a finite number of discrete elements of a system, interconnected at discrete nodes, used to model a physical system |
| fano planenoun | (geometry) The finite projective plane of order 2, having the smallest possible number of points and lines, 7 each, with 3 points on every line and 3 lines through every point. |
| configurationnoun | The relative positions of a set of things; the way things are arranged or put together; |
| polytopenoun | (geometry) A geometric shape (of any number of dimensions) which is fully enclosed and has flat sides, making it a member of the generalized class of shapes which includes the two-dimensional polygon and three-dimensional polyhedron; (formally) a finite region of n-dimensional space bounded by hyperplanes. |
| affine geometrynoun | (geometry, uncountable) The branch of geometry dealing with what can be deduced in Euclidean geometry when the notions of line length and angle size are ignored. |
| absolute geometrynoun | (geometry) The single (up to logical equivalence) geometry whose axiomatic system is equivalent to that of Euclidean geometry without the parallel postulate or any alternative. |
| hypergeometrynoun | A geometry in more than three dimensions. |
| flat | Having no variations in height. |
| geometricitynoun | (mathematics) The condition of being geometric, or of having been geometricized. |
| monofractalnoun | (mathematics) A system that is fractal in only one way. |
| non-euclidean geometrynoun | (geometry) Any system of geometry not based on the set of axioms of Euclidean geometry, which is based on the three-dimensional space of common experience. |
| infinigonnoun | A polygon with an infinite number of sides. |
| imaginary geometrynoun | (geometry) Absolute geometry, an axiomatised geometry in which the parallel postulate is absent and not replaced by an alternative, and of which Euclidean geometry and some non-Euclidean geometries are subtypes. |
| complex geometrynoun | (countable) Used other than figuratively or idiomatically: see complex, geometry. |
| dimensionnoun | A measure of spatial extent in a particular direction, such as height, width or breadth, or depth. |
| synthetic geometrynoun | (mathematics) Geometry without the use of coordinates, relying instead on proofs derived from axioms. |
| combinatorial geometrynoun | (geometry, uncountable) The field of mathematics which examines extremal problems of a combinatorial nature expressed geometrically. |
| geometrizationnoun | (mathematics) The description of a space as a geometry. |
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