Euclidean [am. angl. juˈklɪdiən, brit. angl. juːˈklɪdɪən] PRID.
- Euclidean
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This is true in a projective plane, though not true in Euclidean space of two dimensions where lines may be parallel.
en.wikipedia.org In general, the Euclidean algorithm is convenient in such applications, but not essential; for example, the theorems can often be proven by other arguments.
en.wikipedia.org It is so named because the Euclidean algorithm is a well-defined algorithm in these rings.
en.wikipedia.org Continuous transformations give rise to the objects of topology, similarity transformations to those of Euclidean geometry, and so on.
en.wikipedia.org The topologist's sine curve is a subspace of the Euclidean plane which is connected, but not locally connected. 4.
en.wikipedia.org