نتایج جستجو برای: weil disease

تعداد نتایج: 1493243  

2007
Sevda Dirikoc Suzette A. Priola Mathieu Marella Nicole Zsürger Joëlle Chabry

Sevda Dirikoc,1 Suzette A. Priola,2 Mathieu Marella,3 Nicole Zsürger,1 and Joëlle Chabry1 1Institut de Pharmacologie Moléculaire et Cellulaire, Unité Mixte de Recherche 6097, Centre National de la Recherche Scientifique, 06560 Valbonne, France, 2Laboratory of Persistent Viral Diseases, National Institutes of Health, National Institute of Allergy and Infectious Diseases, Rocky Mountain Laborator...

1998
SIMON SCOTT

The purpose of this paper is to present the construction of a canonical determinant functional on elliptic pseudodifferential operators (ψdos) associated to the Guillemin-Wodzicki residue trace. The resulting residue determinant functional is multiplicative and unique up to taking powers. It is a local invariant and not defined by a regularization procedure. The residue determinant is consequen...

2012
Armand Perret-Liaudet Mathieu Pelpel Yannick Tholance Benoit Dumont Hugo Vanderstichele Willy Zorzi Benaissa ElMoualij Susanna Schraen Olivier Moreaud Audrey Gabelle Eric Thouvenot Catherine Thomas-Anterion Jacques Touchon Pierre Krolak-Salmon Gabor G. Kovacs Arnaud Coudreuse Isabelle Quadrio Sylvain Lehmann

Employment or Leadership: Mathieu Pelpel, Innogenetics. Consultant or Advisory Role: A. PerretLiaudet, Alzheimer’s Biomarkers Standardization Initiative (ABSI) consortium (Innogenetics); H. Vanderstichele, Biomarkable. Stock Ownership: None declared. Honoraria: None declared. Research Funding: Région Wallonne and W2002134 and 14531 iPCRq contracts to the members of the “Human HistologyCRPP, Uni...

Journal: :Journal of Differential Geometry 1992

2012
PETE L. CLARK

1. What is an elliptic curve? 2 2. Mordell-Weil Groups 5 2.1. The Group Law on a Smooth, Plane Cubic Curve 5 2.2. Reminders on Commutative Groups 8 2.3. Some Elementary Results on Mordell-Weil Groups 9 2.4. The Mordell-Weil Theorem 11 2.5. K-Analytic Lie Groups 13 3. Background on Algebraic Varieties 15 3.1. Affine Varieties 15 3.2. Projective Varieties 18 3.3. Homogeneous Nullstellensätze 20 3...

Journal: :Mitteilungen der Deutschen Mathematiker-Vereinigung 2020

Journal: :Advances in Mathematics 2012

Journal: :Journal of Algebra 2015

Journal: :IACR Cryptology ePrint Archive 2007
Christine Abegail Antonio Satoru Tanaka Ken Nakamula

In this paper, we will implement a standard probabilistic method of computing bilinear pairings. We will compare its performance to a deterministic algorithm introduced in [5] to compute the squared Tate/Weil pairings which are claimed to be 20 percent faster than the standard method. All pairings will be evaluated over pairing-friendly ordinary elliptic curves of embedding degrees 8 and 10 and...

Journal: :Physics Today 1997

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