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9 - Remarks, observations and open problems
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1 - Twisted Jacobi sums
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2 - Cohomology groups of V = Vmn(c)
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4 - The inductive structure and the Hodge and Newton polygons
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B - How to compute the stable Picard number when m is prime
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6 - “Brauer numbers” of twisted Fermat motives
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Arithmetic of Diagonal Hypersurfaces over Finite Fields
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Index
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7 - Evaluating Q(V, T) at T = q–r
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3 - Twisted Fermat motives
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Bibliography
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Titles in the series
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Acknowledgments
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Introduction
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Contents
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8 - The Lichtenbaum–Milne conjecture
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5 - Twisting and the Picard number
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A - Tables
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Frontmatter
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Notation and conventions
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