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Emmanuel Kowalski: Trace functions over finite fields
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Date(s)
17/07/2014 - 23/07/2014
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2/4 Trace functions over finite fields
By
Emmanuel Kowalski
exponential sums
modular forms
Trace functions
arithmetic functions
Riemann Hypothesis over finite fields
Information about the video
Date of recording
18/07/2014
Date of publication
20/07/2014
Institution
IHES
Licence
CC BY-NC-ND
Format
MP4
Domain(s)
Number Theory
MSC codes
11B30 Arithmetic combinatorics; higher degree uniformity
11F11 Holomorphic modular forms of integral weight
11F32 Modular correspondences, etc.
11F37 Forms of half-integer weight; nonholomorphic modular forms
11F72 Spectral theory; Selberg trace formula
11G20 Curves over finite and local fields
11L05 Gauss and Kloosterman sums; generalizations
11N05 Distribution of primes
11N13 Primes in progressions
11N25 Distribution of integers with specified multiplicative constraints
11N32 Primes represented by polynomials; other multiplicative structure of polynomial values
11N35 Sieves
11N37 Asymptotic results on arithmetic functions
11T23 Exponential sums
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All the collection videos
01:08:53
published on
July 18, 2014
1/4 Trace functions over finite fields
By Emmanuel Kowalski
01:04:02
published on
July 20, 2014
2/4 Trace functions over finite fields
By Emmanuel Kowalski
01:02:08
published on
July 23, 2014
3/4 Trace functions over finite fields
By Emmanuel Kowalski
01:04:32
published on
July 24, 2014
4/4 Trace functions over finite fields
By Emmanuel Kowalski
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