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Thomas Wright
Observed names:
THOMAS WRIGHT,
Wright, Thomas
Institution:
Wofford College
Observed institution:
Wofford College
ORCID:
0000-0001-7130-187X
Observed ORCID:
0000-0001-7130-187X
OpenAlex ID:
A5101801544
Infinitely many Carmichael numbers in arithmetic progressions
2013
·
Thomas Wright
·
Bulletin of the London Mathematical Society
·
14
PDF
The Impossibility of Certain Types of Carmichael Numbers
2012
·
Thomas Wright
·
Integers
·
8
Factors of Carmichael Numbers and a Weak -tuples Conjecture
2015
·
THOMAS WRIGHT
·
Journal of the Australian Mathematical Society
·
3
PDF
Carmichael numbers and least common multiples of $p-1$
2024
·
Wright, Thomas
·
arXiv (Cornell University)
·
2
PDF
Prime tuples and Siegel zeros
2023
·
Thomas Wright
·
Bulletin of the London Mathematical Society
·
2
PDF
Factors of Carmichael Numbers and an Even Weaker -tuples Conjecture
2019
·
THOMAS WRIGHT
·
Bulletin of the Australian Mathematical Society
·
2
Primes in Arithmetic Progressions to Large Moduli and Siegel Zeroes
2025
·
Wright, Thomas
·
arXiv (Cornell University)
·
1
PDF
Variants of Korselt’s Criterion
2015
·
Thomas Wright
·
Canadian Mathematical Bulletin
·
1
PDF
\((a,a)\)-Carmichael Numbers and Greatest Common Divisors of \(p-a\)
2026
·
Wright, Thomas
·
Zenodo (CERN European Organization for Nuclear Research)
Carmichael Numbers with a Specified Number of Prime Factors
2026
·
Larsen, Daniel
, Wright, Thomas
·
Zenodo (CERN European Organization for Nuclear Research)
Primes in arithmetic progressions and Siegel zeroes
2026
·
Wright, Thomas
·
arXiv (Cornell University)
PDF
Trilinear Kloosterman fractions II: subdyadic intervals and nearly balanced convolutions
2026
·
Wright, Thomas
·
arXiv (Cornell University)
PDF
Trilinear Kloosterman fractions I: partially fixed moduli and unbalanced convolutions
2026
·
Thomas Wright
·
International Journal of Number Theory
PDF
$(a,a)$-Carmichael numbers and greatest common divisors of $p-a$
2026
·
Wright, Thomas
·
arXiv (Cornell University)
PDF
Carmichael Numbers with a Specified Number of Prime Factors
2025
·
Larsen, Daniel
, Wright, Thomas
·
arXiv (Cornell University)
PDF
A Conditional Density for Carmichael Numbers
2020
·
THOMAS WRIGHT
·
Bulletin of the Australian Mathematical Society
Infinitude of k-Lehmer numbers which are not Carmichael
2015
·
Nathan McNew
, Thomas Wright
·
International Journal of Number Theory
PDF
On convergence of singular series for a pair of quadratic forms
2009
·
Thomas Wright
On the Connection Between Igusa Local Zeta Functions and Generalized Exponential Sums
2008
·
Thomas Wright
A Stationary Phase Formula for Generalized Exponential Sums
2003
·
Thomas Wright
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Works count:
22
Citation count:
33
H-index:
3
I10-index:
1
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