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|A journal for papers related to the work of Florentin Smarandache, who in the 1960s proposed some new geometries: Non-Geometry, Counter-Projective Geometry, Anti-Geometry, and Paradoxist geometry, which would generalize and unite Euclid, Lobachevsky/Bolyai/Gauss, and Riemann geometries, based on the first four of Euclid's postulates but replacing the fifth with various straight lines and points exterior to them in a mixed space in such a way that none, one, more, and infinitely many parallels can be drawn through the points. With some poetry, and other work on Paradoxism. With links to Smarandache resources in foreign languages and in electronic book (eBook) format.|
|Resource Types:||Books, Journals, Poetry|
|Math Topics:||Non-Euclidean Geometry, Logic/Foundations, Number Theory, Literature/Poetry|
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