01876cam a22003373u 450000100060000000300070000600500170001300600020003000700050003200800410003704000110007804100170008905000070010610000310011324500320014426400510017630000470022733600260027433700260030033800360032650000850036250000310044750801470047852006400062553400450126565300280131070000480133885600920138685600430147899900170152117384UtSlPG20260610133415.0mcr n260607r2005||||utu|||||o|||||||||||||| d  aUtSlPG 7aen2iso639-1 4aQA1 aHilbert, David,d1862-194314aThe Foundations of Geometry 1aSalt Lake City, UT :bProject Gutenberg,c2005  a1 online resource :bmultiple file formats  atextbtxt2rdacontent  acomputerbc2rdamedia  aonline resourcebcr2rdacarrier  aWikipedia page about this book: https://en.wikipedia.org/wiki/Hilbert%27s_axioms  aRelease date is 2005-12-23  aJoshua Hutchinson, Roger Frank, David Starner and the Online Distributed Proofreading Team at http://www.pgdp.net. Revised by Richard Tonsing.  a"The Foundations of Geometry" by David Hilbert is a mathematical treatise published in 1899. Hilbert proposes a rigorous axiom system to rebuild Euclidean geometry from the ground up, using twenty carefully constructed assumptions. Starting with six primitive concepts—points, lines, planes, and their fundamental relationships—he systematically establishes how geometric truths can be derived through pure logic. The work revolutionizes mathematical thinking by demonstrating how geometry can be constructed from basic principles without relying on intuition or visual representation. (This is an automatically generated summary.)  nOriginal publication data not identified  aGeometry -- Foundations1 aTownsend, E. J.q(Edgar Jerome),d1864-19554 uhttps://archive.org/details/david-hilbert.-the-foundations-of-geometry/page/n1/mode/2up40uhttps://www.gutenberg.org/ebooks/17384  c58772d58772