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What is the meaning of diagram in math?

(dī′ə-grăm′) n. 1. A plan, sketch, drawing, or outline designed to demonstrate or explain how something works or to clarify the relationship between the parts of a whole. 2. Mathematics A graphic representation of an algebraic or geometric relationship. 3. A chart or graph.

What is didiagram geometry?

Diagram geometry A diagram is like a blueprint describing a possible combination of 2 - dimensional incidence structures in a higher-dimensional geometry (cf. Incidence system). In this context, a geometry of rank n is a connected graph Γ equipped with an n - partition Θ such that every maximal clique of Γ meets every class of Θ.

What is a typical problem in Diagram Geometry?

The following is a typical problem in diagram geometry: given a diagram of such-and-such type, classify the geometries that fit with it, or at least the finite or flag-transitive such geometries (a geometry $ \Gamma $ is said to be flag-transitive if $ { \mathop {m Aut} } ( \Gamma ) $ acts transitively on the set of maximal flags of $ \Gamma $).

What is an engine diagram?

a drawing or plan that outlines and explains the parts, operation, etc., of something: a diagram of an engine.

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