What does EG stand for?

Euclidean Geometry

This definition appears very rarely and is found in the following Acronym Finder categories:

Science, medicine, engineering, etc.

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Samples in periodicals archive:

95 Hardcover QA445 Hitchman (the College of Idaho) presents an introduction to the non- Euclidean geometry of cosmic topology (i.

Geometry with an introduction to cosmic topology

Whereas Euclidean geometry consists of smooth, straight lines, fractal geometry consists of rough or fragmented shapes that can be split into parts, each of which is a reduced-size copy of the whole.

Applying fractal geometry to mechanical ventilation

Ordinary Euclidean geometry is an example of an infinite Affine geometry since the two axioms are valid in the plane.

Affine word geometries

It further entails, in fact, the atomistic conception of time and motion and the consequent rejection of the continuous Euclidean geometry of classical antiquity.

Atomism versus hylomorphism in the kalam of al-Fakhr al-Din al-Razi: ...

These three places are all MADE and do not seek to describe the body but indicate its place, using the Euclidean geometry of architecture in an un-inscribed Arctic environment.

Delight

ii) Contents or theorems that students used to relate particular subjects (triangles, bisectors, with Euclidean geometry and conics with analytic geometry) together now seem to appear connected.

The role of dynamic software in the identification and construction ...

As McClintock, paraphrasing Lincoln, remarked, ``You cannot disprove Euclidean geometry by calling Euclid a liar.

GOP SENATORS MUST RESTRAIN BUDGET BEAST

In 1570 John Dee had included architecture in his taxonomy of disciplines that relied on experimental knowledge such as the precepts of Euclidean geometry.

Wren's "Tracts" on Architecture and Other Writings