variation of p-adic newton polygons for l-functions of exponential sums
... tD(Ker ?) + tD(Im ?) = tD(D1). As tH(D1) = tD(D1), we must have. tH(Ker ?) = tD(Ker ?), tH(Im ?) = tD(Im ?) and Ker ? is admissible. The proof of (2) is ...
Projections et distances discrètes - HALIn this thesis, we present algorithms and an end-to-end software system for converting dense irregular polygon meshes of arbitrary topology into tensor product ... Polygon Representation of Target Location Uncertainty for ... - DTICThis paper presents a representation of the polygonal footprint of an Earth-observing 2D framing sensor (i.e.. FITTING SMOOTH SURFACES TO DENSE POLYGON MESHESChapter 1. Introduction. 1.1. L-functions of exponential sums over finite fields. 1.2. A brief history on the Newton polygon problem.
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