Non-Euclidean Geometry

Non-Euclidean GeometryThis is an excellent historical and mathematical view by a renowned Italian geometer of the geometries that have risen from a rejection of Euclid's parallel postulate. Students, teachers and mathematicians will find here a ready reference source and guide to a field that has now become overwhelmingly important. Non Euclidean Geometry first examines the various attempts to prove Euclid's parallel postulate by the Greeks, Arabs, and mathematicians of

erudite and entertaining

a three-semester course in calculus will suffice to prepare students for discussions of these topics: the complex plane

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with echoes of Lear to be seen in the work of Thurber

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and Part Three explores W

this book places the work begun by Shannon and continued by McMillan

the weak topology and weak convergence

Detailed chapters of exercises include "Exercises at the Bar

who is celebrated for his architectural drawings

' is a national treasure