ଜାତୀୟ ବିଜ୍ଞାନ ଶିକ୍ଷା ଏବଂ ଗବେଷଣା ପ୍ରତିଷ୍ଠାନ
ପରମାଣୁ ଶକ୍ତି ବିଭାଗ, ଭାରତ ସରକାରଙ୍କ ଏକ ସ୍ବୟଂଶାସିତ ପ୍ରତିଷ୍ଠାନ

राष्ट्रीय विज्ञान शिक्षा एवं अनुसंधान संस्थान
परमाणु ऊर्जा विभाग, भारत सरकार का एक स्वयंशासित संस्थान

National Institute of Science Education and Research
AN AUTONOMOUS INSTITUTE UNDER DAE, GOVT. OF INDIA

 

K Senthil Kumar

Reader - F
 
 

senthilniser.ac.in
+91-674-2494091

  • Mathematical Sciences
  • IRINS Profile
  • Since: 04-Jan-2017
  • Office: 211

  • Ph.D., 2014, Harish-Chandra Research Institute, Allahabad
  • M.phil., 2008, Annamalai University, Tamil Nadu.
  • M.Sc., 2006, Annamalai University, Tamil Nadu.
  • B. Sc., 2004, Poombuhar college (Bharathidasan University), Tamil Nadu.

Number Theory

  • NBHM Ph. D., Fellowship, 2010.
  • CSIR-Junior Research Fellowship, 2008.
  • GATE  Fellowship, 2008.

  1. On the values of Weierstrass zeta and sigma functions. With an appendix by David Masser, to appear in Acta Arithmetica.
  2. (With Gorekh Prasad Sena)  Lehmer's problem and splitting of rational primes in number fields, Acta Math. Hungar., 169 (2) (2023), 349–358
  3. (With Gorekh Prasad Sena) On the number of algebraic points on the graph of the Weierstrass sigma functions, to appear in Bulletin of the Australian Mathematical Society.
  4. Linear dependence of quasi-periods over the rationals, Comptes Rendus. Mathématique, Tome 359 (2021) no. 4, pp. 409-414.
  5. (With Nabin Meher and R. Thangadurai On a theorem of Mahler, Proc. Amer. Math. Soc. 145 (2017), no. 11, 4607-4615.
  6. Order Structure and topological properties of the set of multiple zeta values, Int. Math. Res. Not. IMRN. 5 (2016) 1541–1562.
  7. (With Math. Student 84 (2015), no. 3–4, 69–73.
  8. Fields of Mahler U -numbers and Schanuel's Conjecture, J. Number Theory 154 (2015), 82–100.
  9. (With R. Thangadurai and M. Waldschmidt) Liouville numbers, Liouville sets and Liouville fields, Proc. Amer. Math. Soc. 143 (2015), no. 8, 3215–3229.
  10. (With R. Thangadurai and M. Waldschmidt) Liouville numbers and Schanuel's conjecture, Arch. Math. (Basel) 102 (2014), no. 1, 59–70.

Transcendental number theory, Modular forms and Multiple zeta values

  1. M207: Number Theory (July-Dec, 2017)
  2. M602: Algebra-II (Jan-June, 2018)
  3. M207: Number Theory (July-Dec, 2018)
  4. M458: Algebraic Number Theory (Jan-June, 2019)
  5. M207: Number Theory (July-Dec, 2019)
  6. M402: Representations of Finite Groups (Jan-June, 2020)
  7. M101: Mathematics-I (Dec 2020-Mar 2021)
  8. M402: Representations of Finite Groups (Apr-July, 2021)
  9. M302: Rings and Modules (Aug-Dec, 2021)
  10. M458: Algebraic Number Theory: (Jan-June, 2022)
  11. M602: Algebra II (Aug-Dec, 2022)
  12. M308 and MA709: Complex Analysis (Jan-May, 2023)
  13. M458 and MA857: Algebraic Number Theory (Teaching)

  1. Chairperson, PGCI, NISER (Dec 2018-Mar 2021)
  2. Convener, PGCS, SMS (September 2018-December 2020)
  3. Member, PGCS, SMS (December 2020-Nov 2022)