Do you remember the Pythagoras Theorem, which you once studied in Mathematics, was a discovery of Pythagoras? In today’s time, people often wonder when Pythagoras was born, his full name, and his ...

It’s no secret that many of us are not too fond of mathematics and geometry, and that it is often too complex. But even so, it can be pretty mind-blowing to look back in history and discover the ...

GeoLogic can handle five types of objects: Point (P), Line (L), Circle (C), Angle (A) (which include a direction of a line or a "length" of an arc), and Ratio (D) (ratio of products of lengths, ...

"An appendix of practical geometry" has special dated title page which reads: An appendix of practical geometry. In two parts. The first contains an easy, brief, and independent demonstration of ...

The Euclidean section of the classical Lorentzian black-hole solutions has been used in approximating the functional integral in the Euclidean path-integral approach to quantum gravity. In this paper ...

Differential Geometry. Prerequiste: MATH 224. This course studies the geometry of curves and surfaces in Euclidean space: intrinsic and extrinsic geometry, curvature, structural equations of ...

HAMBLIN SMITH writes, these “corollaries were first given in Simson's edition of ‘Euclid’” (edition 1872, &c.). J. Walmstey, “Introduction to Geometry” (1880, &c.), styles them Simson's corollaries.

THIS is a collection of 823 examples illustrating the various propositions of Euclid's six books, as well as many other domains of the geometry of the right line and circle, such as maxima and minima, ...

Pythagoras of Samos (c. 570 BC-after 510 BC), published 1864 Pythagoras of Samos (c. 570 BC - after 510 BC) was an ancient Greek philosopher. Some historians consider him one of the pioneers of the ...