Angles-sur-l'Anglin
نویسندگان
چکیده
منابع مشابه
Gait Recognition Using Joint Moments, Joint Angles and Segment Angles
INTRODUCTION Recognition of gait patterns has been studied intensively during the last decades. Different gait strategies have been elucidated by applying different waveform analysis techniques to biomechanical gait data [1,2] and it has been shown that individuals can be identified using joint angles in the sagittal plane [3]. However, little is known about additional biomechanical variables f...
متن کاملAcquisition sur corpus d'informations lexicales fondées sur la sémantique différentielle
Semantic lexicons are an essential resource to let many natural language process-ing applications (automatic summarization, information retrieval, automatic transla-tion, etc.) penetrate the meaning of a text. The relevance of the information gathered bythose lexicons raises a problematic question: the meaning of a word likesoap, for ex-ample, varies considerably whether it ...
متن کاملDivision at right angles
Getting to the inner circle ontiguity between the ER and the nuclear envelope means nuclear membrane proteins have a direct shot to their target. In fact, inner nuclear membrane (INM) proteins were thought to need only to diffuse to the nucleus, pass through the nuclear pore, and then be retained by nuclear-localized binding partners. But new results suggest a more active process. Suraj Saksena...
متن کاملPatterns with constant angles
The theory of circle packings and, more generally, of circle patterns enjoys in recent years a fast development and a growing interest of specialists in complex analysis and discrete mathematics. This interest was initiated by Thurston’s rediscovery of the Koebe-Andreev theorem [K] about circle packing realizations of cell complexes of a prescribed combinatorics and by his idea about approximat...
متن کاملnon-obtuse dihedral angles
Given a combinatorial description C of a polyhedron having E edges, the space of dihedral angles of all compact hyperbolic polyhedra that realize C is generally not a convex subset of R [9]. If C has five or more faces, Andreev’s Theorem states that the corresponding space of dihedral angles AC obtained by restricting to non-obtuse angles is a convex polytope. In this paper we explain why Andre...
متن کاملذخیره در منابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
ژورنال
عنوان ژورنال: ADLFI. Archéologie de la France - Informations
سال: 2008
ISSN: 2114-0502
DOI: 10.4000/adlfi.1456