On a real analogue of Bezout inequality and the number of connected components of sign conditions Sal Barone and Saugata Basu Department of Mathematics Purdue University, West Lafayette, IN[removed]removed], - Field extension - Document - PDFSEARCH.IO

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	On a real analogue of Bezout inequality and the number of connected components of sign conditions Sal Barone and Saugata Basu Department of Mathematics Purdue University, West Lafayette, IN[removed]removed], Add to Reading List Document Date: 2013-05-22 00:59:00 Open Document File Size: 360,27 KB Share Result on Facebook Company Hess / / Currency pence / / / Facility Mathematics Purdue University / / IndustryTerm eﬃcient algorithms / / Organization Purdue University / Sal Barone and Saugata Basu Department / / Person Def / / / Position Prime Minister / / ProvinceOrState Indiana / / Technology eﬃcient algorithms / / SocialTag Field extension Ring theory Field theory Algebraic varieties Clifford algebra Galois module Abstract algebra Algebra Algebraic geometry

On a real analogue of Bezout inequality and the number of connected components of sign conditions Sal Barone and Saugata Basu Department of Mathematics Purdue University, West Lafayette, IN[removed]removed],Add to Reading List