AGC Lecture 13c - The Riemann Hypothesis for Function Fields (The Hasse-Weil Theorem)

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Light Years Ahead | The 1969 Apollo Guidance Computer

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AGC Lecture 1a - Introduction

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AGC Lecture 9b - The fundamental equality

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AGC Lecture 11a - Integrality in function fields

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AGC Lecture 11.5 - An explicit formula for the Different Exponent

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AGC Lecture 12a - Recap

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AGC Lecture 13a - Towers of functions fields continued

(33:30)

AGC Lecture 5c - Principal divisors and Riemann-Roch spaces

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AGC Lecture 10d - Our example - more floors and a better example

(19:23)

AGC Lecture 10h - The decomposition group

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AGC Lecture 12d - Projects for the seminar

(16:47)

AGC Lecture 5a - Places and valuations of function fields

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AGC Lecture 2c - Points and evaluations (aka places)

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AGC Lecture 2e - Valuations (formal treatment)

(30:56)

Lecture 41: AGC in deregulated system

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AGC Lecture 8g - Function field extensions

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AGC Lecture 9d - Analyzing our example beyond the fundamental equality

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