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Ethan Lee

Lecturer in Computational Mathematics

UWE, Bristol

United Kingdom

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Dr. Ethan Lee is a Lecturer in Computational Mathematics at UWE Bristol, United Kingdom. His research focuses on analytical number theory, particularly in the areas of L-functions and explicit formulas related to prime distributions. Recent publications include studies on the error term in the truncated Perron formula, explicit Mertens' theorems for number fields, and the prime number theorem in arithmetic progressions.

Articles (8)

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2023

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2023

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2023

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2023

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2022

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2021

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2021

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2021

Collaborators (2)

Jeffrey Lagarias

Professor

University of Michigan

UNITED STATES

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Stephan Garcia

WM Keck Distinguished Service Professor and Professor of Mathematics

Pomona College

UNITED STATES

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Ethan Lee

Research Interests

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Articles (8)

The error term in the truncated Perron formula for the logarithm of an L-function

EXPLICIT MERTENS’ THEOREMS FOR NUMBER FIELDS

The prime number theorem for primes in arithmetic progressions at large values

On the number of integral ideals in a number field

Explicit estimates for Artin L-functions: Duke's short-sum theorem and Dedekind zeta residues

AN EFFECTIVE ANALYTIC FORMULA FOR THE NUMBER OF DISTINCT IRREDUCIBLE FACTORS OF A POLYNOMIAL

On an explicit zero-free region for the Dedekind zeta-function

Unconditional explicit Mertens’ theorems for number fields and Dedekind zeta residue bounds

Collaborators (2)

Jeffrey Lagarias

Stephan Garcia

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