COMPLEXITY OF BEZOUT’S THEOREM IV: PROBABILITY OF SUCCESS; EXTENSIONS Michael Shub1 and Steve Smale1 Abstract. We estimate the probability that a given number of projective Newton steps applied to a linear homotopy of - Abstract analytic number theory - Document - PDFSEARCH.IO

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	COMPLEXITY OF BEZOUT’S THEOREM IV: PROBABILITY OF SUCCESS; EXTENSIONS Michael Shub1 and Steve Smale1 Abstract. We estimate the probability that a given number of projective Newton steps applied to a linear homotopy of Add to Reading List Document Date: 2012-09-11 23:37:41 Open Document File Size: 230,28 KB Share Result on Facebook IndustryTerm path-following algorithm / inner products / inner product / real polynomial systems / sparse systems / / Organization National Science Foundation / / Person Ty / / Product Pentax K-x Digital Camera / / Technology path-following algorithm / / SocialTag Spectral theory Ordinary differential equations Operator theory Analytic number theory Differential topology Orbifold Holomorphic functional calculus Mathematics Mathematical analysis Algebra

COMPLEXITY OF BEZOUT’S THEOREM IV: PROBABILITY OF SUCCESS; EXTENSIONS Michael Shub1 and Steve Smale1 Abstract. We estimate the probability that a given number of projective Newton steps applied to a linear homotopy of Add to Reading List