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- Pure and Applied Mathematics Quarterly Volume 6, Number 1
- JOURNALOF NUMBERTHEORY37, 242 252 (1991) Gauss Sums for Function Fields
- Diophantine Equations Editor: N. Saradha
- Shtukas and Jacobi sums. Thakur, Dinesh S.
- Tensor Powers of the Carlitz Module and Zeta Values Greg W. Anderson; Dinesh S. Thakur
- Bull. Soc. math. France, 128, 2000, p. 585598.
- IMRN International Mathematics Research Notices 1998, No. 15
- journal of number theory 59, 248 261 (1996) Exponential and Continued Fractions*
- Thakur, D. S. (2009) "Relations Between Multizeta Values for Fq[t]," International Mathematics Research Notices, Vol. 2009, No. 12, pp. 23182346
- IOURNAL OF NUMBER THEORY 35, 1-17 (1990) Zeta Measure Associated to lF,[T]
- BEHAVIOUR OF FUNCTION FIELD GAUSS SUMS AT INFINITY
- journal of number theory 58, 60 63 (1996) Automata-Style Proof of Voloch's Result
- Journal of Number Theory 79, 284 291 (1999) Diophantine Approximation Exponents and Continued
- Automata and Transcendence of the Tate Period in Finite Characteristic Jean-Paul Allouche; Dinesh S. Thakur
- Physica D 152153 (2001) 18 Integrable systems and number theory in finite characteristic
- Diophantine Approximation in Finite Characteristic
- The Mathematics Student, Vol. 76, Nos. 1-4 (2007), 203-211
- APPROXIMATION EXPONENTS FOR FUNCTION FIELDS DINESH S. THAKUR
- TRANSCENDENCE IN POSITIVE CHARACTERISTIC AND SPECIAL VALUES OF HYPERGEOMETRIC FUNCTIONS
- Automata Methods in Transcendence Dinesh S. Thakur
- HIGHER DIOPHANTINE APPROXIMATION EXPONENTS AND CONTINUED FRACTION SYMMETRIES FOR FUNCTION
- INFINITUDE OF ELLIPTIC CARMICHAEL NUMBERS AARON EKSTROM, CARL POMERANCE, AND DINESH S. THAKUR
- Transcendence of Gamma Values for #q[ T ] Dinesh S. Thakur
- Elliptic curves in function eld arithmetic Dinesh S. Thakur 1
- journal of number theory 66, 129 147 (1997) Patterns of Continued Fractions for the Analogues of e
- SHUFFLE RELATIONS FOR FUNCTION FIELD MULTIZETA DINESH S. THAKUR
- Multizeta in function field arithmetic Dinesh S. Thakur
- JOURNAL OF NUMBER THEORY 41. 150-155 (1992) Continued Fraction for the Exponential for F,[ T]
- Gamma Functions for Function Fields and Drinfeld Modules Dinesh S. Thakur
- ContemporaryVMathematicsolume 00, 0000 Automata and Transcendence
- A NOTE ON NUMERATORS OF BERNOULLI NUMBERS DINESH S. THAKUR
- ARITHMETIC OF GAMMA, ZETA AND MULTIZETA VALUES FOR FUNCTION FIELDS
- Anderson, G. W., and D. S. Thakur. (2009) "Multizeta Values for Fq[t], Their Period Interpretation, and Relations between Them,"
- International Mathematics Research Notices 1992, No. 9 DRINFELD MODULES AND ARITHMETIC
- Gauss sums for Fq[T]. Thakur, Dinesh S.
- ContemporaryVMathematicsolume 00, 0000 Iwasawa theory and Cyclotomic Function Fields
- C. R. Acad. Sci. Paris, Ser. I 347 (2009) 467472 Number Theory
- BINOMIAL AND FACTORIAL CONGRUENCES FOR Fq[t] DINESH S. THAKUR
- Multizeta in function field arithmetic Dinesh S. Thakur
- HIGHER DIOPHANTINE APPROXIMATION EXPONENTS AND CONTINUED FRACTION SYMMETRIES FOR FUNCTION
- ARITHMETIC OF GAMMA, ZETA AND MULTIZETA VALUES FOR FUNCTION FIELDS