Euclidean Geometry - Logical Basis

Logical Basis

This article needs attention from an expert in mathematics. Please add a reason or a talk parameter to this template to explain the issue with the article. WikiProject Mathematics or the Mathematics Portal may be able to help recruit an expert.
See also: Hilbert's axioms, Axiomatic system, and Real closed field

Read more about this topic:  Euclidean Geometry

Famous quotes containing the words logical and/or basis:

    “The contention that a standing army and navy is the best security of peace is about as logical as the claim that the most peaceful citizen is he who goes about heavily armed. The experience of every-day life fully proves that the armed individual is invariably anxious to try his strength. The same is historically true of governments. Really peaceful countries do not waste life and energy in war preparations, with the result that peace is maintained.”
    —Emma Goldman (1869–1940)

    “All costumes are caricatures. The basis of Art is not the Fancy Ball.”
    —Oscar Wilde (1854–1900)