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Showing 1 to 2 of 2 for “"p-adic cohomology"”.
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WEIGHT STRUCTURES AND MOTIVIC COMPARISONS OF P-ADIC COHOMOLOGY THEORIES FOR RIGID ANALYTIC SPACES
In this thesis, we study weight structures and p-adic cohomology theories for smooth rigid analytic spaces in the motivic context. The work consists of two independent components. The first part concerns about weight structures, a powerful tool for studying motives introduced by Bondarko. More …
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Computing the Zeta Function of Two Classes of Singular Curves
… a decade mathematicians have successfully used p-adic cohomological methods to compute the zeta functions of various classes of varieties defined over finite fields. In all instances, the varieties considered had smooth representations in either affine or projective space.In this thesis, two …