Search Results - "Lecerf, G"

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  1. 1

    Femoral offset: Anatomical concept, definition, assessment, implications for preoperative templating and hip arthroplasty by Lecerf, G, Fessy, M.H, Philippot, R, Massin, P, Giraud, F, Flecher, X, Girard, J, Mertl, P, Marchetti, E, Stindel, E

    “…Summary Background objective Femoral offset is supposed to influence the results of hip replacement but little is known about the accurate method of measure…”
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  2. 2

    Quadratic Newton Iteration for Systems with Multiplicity by Lecerf, G.

    Published in Foundations of computational mathematics (01-08-2002)
    “…Newton's iterator is one of the most popular components of polynomial equation system solvers, either from the numeric or symbolic point of view. This iterator…”
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  3. 3

    On Location and Approximation of Clusters of Zeros: Case of Embedding Dimension One by Giusti, M., Lecerf, G., Salvy, B., Yakoubsohn, J.-C.

    Published in Foundations of computational mathematics (01-02-2007)
    “…Isolated multiple zeros or clusters of zeros of analytic maps with several variables are known to be difficult to locate and approximate. This paper is in the…”
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  4. 4

    On Location and Approximation of Clusters of Zeros of Analytic Functions by Giusti, M., Lecerf, G., Salvy, B., Yakoubsohn, J.-C.

    Published in Foundations of computational mathematics (01-07-2005)
    “…At the beginning of the 1980s, M. Shub and S. Smale developed a quantitative analysis of Newton's method for multivariate analytic maps. In particular, their…”
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    Computing the equidimensional decomposition of an algebraic closed set by means of lifting fibers by Lecerf, Grégoire

    Published in Journal of Complexity (2003)
    “…We present a new probabilistic method for solving systems of polynomial equations and inequations. Our algorithm computes the equidimensional decomposition of…”
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    A Gröbner Free Alternative for Polynomial System Solving by Giusti, Marc, Lecerf, Grégoire, Salvy, Bruno

    Published in Journal of Complexity (01-03-2001)
    “…Given a system of polynomial equations and inequations with coefficients in the field of rational numbers, we show how to compute a geometric resolution of the…”
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  11. 11

    Sharp precision in Hensel lifting for bivariate polynomial factorization by LECERF, Grégoire

    Published in Mathematics of computation (01-04-2006)
    “…Popularized by Zassenhaus in the seventies, several algorithms for factoring polynomials use a so-called lifting and recombination scheme. Concerning bivariate…”
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  12. 12

    Tibial valgus osteotomy by Dubrana, F, Lecerf, G, Nguyen-Khanh, J-P, Menard, R, Ardouin, L, Gibon, Y, Pidhorz, L, Falaise, V, Coipeau, P, Burdin, P, Rouvillain, J-L, Navarre, T, Garron, E, Daoud, W, Louboutin, H, Moineau, G, Wessely, L, Stindel, E, Debarge, R, Lustig, S, Lavoie, F, Neyret, P

    “…The tibial valgus osteotomy whatever its technique has a survival rate of about 85 % to 10 years, if we consider the reoperation as a criterion of failure,…”
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