Dinesh Thakur | Academic Influence

Dinesh Thakur 's AcademicInfluence.com Rankings

Dinesh Thakur

Mathematics

#1931

World Rank

#3063

Historical Rank

Number Theory

#103

World Rank

#140

Historical Rank

Group Theory

#375

World Rank

#431

Historical Rank

Algebra

#733

World Rank

#959

Historical Rank

mathematics Degrees

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Mathematics

Dinesh Thakur 's Degrees

Bachelors Mathematics Delhi University

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Why Is Dinesh Thakur Influential?

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According to Wikipedia, Dinesh S. Thakur is an Indian mathematician and a professor of mathematics at University of Rochester. Before moving to Rochester, Thakur was a professor at University of Arizona. His main research interest is number theory.

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Dinesh Thakur 's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Function Field Arithmetic (2004) (267)
Tensor powers of the Carlitz module and zeta values (1990) (197)
Gamma functions for function fields and Drinfeld modules (1991) (59)
Power sums with applications to multizeta and zeta zero distribution for Fq[t] (2009) (49)
Multizeta values for F_q[t], their period interpretation and relations between them (2009) (47)
Relations Between Multizeta Values for Fq(t) (2009) (43)
Shuffle Relations for Function Field Multizeta Values (2009) (42)
Drinfeld modules and arithmetic in the function fields (1992) (39)
Zeta measure associated to Fq[T] (1990) (33)
Shtukas and Jacobi sums (1993) (32)
Multizeta Values for , Their Period Interpretation, and Relations between Them (2009) (32)
Diophantine Approximation Exponents and Continued Fractions for Algebraic Power Series (1999) (27)
On characteristic $p$ zeta functions (1995) (26)
ALGEBRAIC INDEPENDENCE OF ARITHMETIC GAMMA VALUES AND CARLITZ ZETA VALUES (2009) (19)
Relations Between Multizeta Values for (2009) (17)
Regular Article: Hypergeometric Functions for Function Fields (1995) (16)
Multizeta values for function fields: A survey (2017) (16)
Transcendence of Gamma Values for #q( T ) (1996) (15)
Exponential and Continued Fractions (1996) (14)
Power sums of polynomials over finite fields and applications: A survey (2015) (14)
Gauss sums forFq[T] (1988) (13)
Continued fraction for the exponential forFq[T] (1992) (12)
DIOPHANTINE APPROXIMATION AND DEFORMATION (1999) (12)
Zeta-like multizeta values for $\mathbb{F}_q [t]$ (2013) (12)
Iwasawa theory and Cyclotomic Function Fields (2016) (12)
Patterns of Continued Fractions for the Analogues ofeand Related Numbers in the Function Field Case (1997) (11)
Automata and transcendence of the Tate period in finite characteristic (1999) (11)
Multizeta in function field arithmetic (2020) (11)
On Gamma Functions for Function Fields (1992) (11)
Gauss sums for function fields (1991) (10)
Automata-Style Proof of Voloch's Result on Transcendence (1996) (10)
Computational classification of numbers and algebraic properties (1998) (9)
The notion of twenty-two shrutis (2015) (8)
Fermat versus Wilson congruences, arithmetic derivatives and zeta values (2015) (8)
A note on numerators of Bernoulli numbers (2012) (7)
Integrable systems and number theory in finite characteristic (2001) (7)
Binomial and factorial congruences for Fq[t] (2012) (7)
MULTIPLICATIVE RELATIONS BETWEEN COEFFICIENTS OF LOGARITHMIC DERIVATIVES OF Fq-LINEAR FUNCTIONS AND APPLICATIONS (2014) (6)
Multizeta shuffle relations for function fields with non rational infinite place (2016) (6)
An Alternate Approach to Solitons for Fq[t]☆ (1999) (6)
Higher diophantine approximation exponents and continued fraction symmetries for function fields (2011) (6)
Arithmetic Geometry over Global Function Fields (2014) (6)
Behaviour of Function Field Gauss Sums at Infinity (1993) (5)
Arithmetic of Gamma, Zeta and Multizeta Values for Function Fields (2014) (5)
Zeta-like Multizeta Values for higher genus curves (2020) (5)
Multiplicative relations between coefficients of logarithmic derivatives of $\mathbb{F}_q$-linear functions and applications (2014) (5)
Hypergeometric functions for function fields and transcendence (2009) (5)
Diophantine Approximation in Finite Characteristic (2004) (5)
Transcendence in positive characteristic and special values of hypergeometric functions (2011) (5)
Differential characterization of Wilson primes for q[t] (2013) (4)
Automata and Transcendence (2017) (4)
Systems Development Strategy: A Component Based Approach, the Architecture (1999) (4)
Infinitude of Wilson primes for $\mathbb F_{q}[t]$ (2013) (3)
APPROXIMATION EXPONENTS FOR FUNCTION FIELDS (2008) (3)
FROM RATIONALITY TO TRANSCENDENCE IN FINITE CHARACTERISTIC by (2012) (3)
INFINITUDE OF WILSON PRIMES FOR Fq[t] (2012) (3)
Systems Development Strategy: A Component Based Approach, the Overview (1999) (3)
Systems Development Strategy: A Component-Based Approach, the Prototype (1999) (3)
VALUATIONS OF V-ADIC POWER SUMS AND ZERO DISTRIBUTION FOR GOSS’ V-ADIC ZETA FOR Fq[t] (2013) (2)
Leading coefficient of the Goss Zeta value and p-ranks of Jacobians of Carlitz cyclotomic covers (2017) (2)
ON THE WORK OF V. G. DRINFELD (1990) (2)
Scientific and Technical Libraries (2006) (1)
Valuations of v-adic Power Sums and Zero Distribution for the Goss v-adic Zeta Function for Fq[t] (2013) (1)
Elliptic curves in function field arithmetic (2002) (1)
Flow of ‘dipolar fluids’ through a circular pipe with constant temperature gradient (1979) (1)
Surprising symmetries in distribution of prime polynomials (2015) (1)
Version de travail Leading coefficient of the Goss Zeta value and pranks of Jacobians of Carlitz cyclotomic covers (2017) (0)
Recent Progress and Open Problems in Function Field Arithmetic - The Influence of John Tate’s Work (2010) (0)
Fermat-Wilson Supercongruences, arithmetic derivatives and strange factorizations (2022) (0)
Number fields and Function fields (2004) (0)
LINEAR ALGEBRA: A BRIEF OVERVIEW UNIVERSITY OF ARIZONA INTEGRATION WORKSHOP (2019) (2019) (0)
Computational Classification of Numbers (1998) (0)
Expected Mordell-Weil rank heuristics through Sato-Tate, Birch and Swinnerton-Dyer conjectures (2022) (0)
Fermat’s last theorem for regular primes (2009) (0)
Multizeta values for function fields : A survey par (2017) (0)
Remembering John Tate (2020) (0)
Automata methods in transcendence (2020) (0)
Higher dimensions and geometric tools (2004) (0)
Utilizing the Upadhyaya Transform to solve the linear second kind Volterra Integral Equation (2023) (0)
Applications to Gauss sums, Gamma and Zeta values (2004) (0)
Automata and algebraicity: Applications (2004) (0)
Quadratic and Cyclotomic fields (2009) (0)
Editorial preface on the Proceedings of 3rd Biennial International Conference on Future Learning Aspects of Mechanical Engineering (FLAME – 2022) (2023) (0)
Higher rank theory (2004) (0)
The Notion of Twenty-Two Shrutis Frequency Ratios in Hindustani Classical Music (2015) (0)
Remembering John Tate (2020) (0)
Gauss sums and Gamma functions (2004) (0)
RECENT DEVELOPMENTS IN FUNCTION FIELD ARITHMETIC (2008) (0)
Gross-Koblitz formula for function fields (1990) (0)
Explicit class field theory (2004) (0)
Version de travail Leading coefficient of the Goss Zeta value and pranks of Jacobians of Carlitz cyclotomic covers (2017) (0)
The notion of twenty-two shrutis (2015) (0)
Zeta-like multizeta values for \documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$\mathbb{F}_q [t]$\end{document} (2014) (0)
Diophantine Approximation and Transcendence in Finite Characteristic (2017) (0)

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