Definitions for Non-euclidean

Non-euclidean non-Eu·clid·e·an

Spelling: [non-yoo-klid-ee-uh n]
IPA: /ˌnɒn yuˈklɪd i ən/

Non-Euclidean is a 13 letter English word.

You can make 788 anagrams from letters in Non-euclidean (-acdeeilnnnou).

Definitions for Non-euclidean

adjective

  1. differing from the postulates of Euclid or based upon postulates other than those of Euclid.

Origin of Non-euclidean

First recorded in 1870-75

Examples for Non-euclidean

It involves the theory of non-Euclidean geometry, Euclid's postulate of parallels being used in proving this theorem.

Lobachevski has proved not, by creating non-Euclidean geometry.

But they constitute the substance of non-Euclidean geometry; they are its blood and sinews.

On this postulate hang all the "law and the prophets" of the non-Euclidean Geometry.

A special application of his theory of continuous groups was to the general problem of non-Euclidean geometry.

For instance, we might know that in non-Euclidean geometries, parallels meet.

The real basis of the non-Euclidean geometry is dimension as direction.

Beltrami's mathematical investigations were devoted mainly to the non-Euclidean geometry.

In their non-Euclidean geometry the part is always greater than the whole.

The term "non-Euclidean" is used to designate any system of geometry which is not strictly Euclidean in content.

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