TALKS


43. Bressoud-Subbarao type weighted partition identity for a generalized divisor function,

Combinatorics and Partitions Seminar at Pennsylvania State University, 10th April, 2023.


42. Equivalent  criteria for the generalized Riemann hypothesis

Workshop on Number Theory at  NISER, 20-25th Feb, 2023.


41. Hardy-Littlewood-Riesz type equivalent  criteria for the generalized Riemann hypothesis,

Sastra-Ramanujan Conference, Sastra University, 20-22nd Dec, 2022.


40. A new Ramanujan-type formula for L(2k+1, chi_1),

RMS Conference, SSN College of Engineering, 6-8th December, 2022.


39. Hardy-Littlewood-Riesz type equivalent  criteria for the generalized Riemann hypothesis,

ICSFA-2022, University of Mysore, 26-28th Nov, 2022.


38. Recent development on Ramanujan's formula for zeta(2m+1),

On the occasion of National Mathematics Day, 

University of Mysore, 24th Dec, 2021. 


37. On some beautiful formulas of Ramanujan,

On the celebration of National Mathematics Day,  

Devi Ahilya Vishwavidyalaya, Indore, 22nd Dec, 2021.


36. Recent developments on some beautiful formulas of Ramanujan,

One day seminar on ``National Mathematics Day",

Guru Ghasidas University, 22nd Dec, 2021.


35. Equivalent criteria for the Riemann hypothesis,

International e-Conference on Number Theory and

Differential Equations (ICND–2021),

Central University of Karnataka, 20-24 Dec, 2021.


34. Some beautiful formulae of Ramanujan,

National Mathematics Day, Tezpur University, 22nd Dec, 2021.


33. Special values of the Riemann zeta function, 

Tezpur University, Number Theory Seminar, 16th Nov, 2021.


32. A few elegant proofs of the infinitude of primes,

Curry Leaf (Math Club of MTTS Alumni), 29th Aug, 2021.


31. Riesz-type equivalent criteria for the Riemann hypothesis,

A Mini Conference on Number Theory and Related Topics, 

SRM University, 1st August, 2021.


30. On Ramanujan's formula for zeta(1/2) and zeta(2m+1),

Special Functions and Number Theory Seminar, 7th July,  2021.


29. A new proof of the infinitude of primes,

Budge Budge Institute of Technology, Kolkata, 8th April,  2021.


28. Generalization of five q-series identities of Ramanujan and unexplored weighted partition identities,  

Weekly Online Seminar organized by Ganit Sora, 8th January,  2021.


27. Recent developments on Ramanujan's formula for odd zeta values,

To Celebrate National Mathematics Day,

Central University of Karnataka,  24th December, 2020.


26. An exact formula for a Lambert series associated to cusp form and Mobius function, 

International Conference on Special Functions and Applications,

Department of Mathematics and Computer Science,

Babu Banarasi Das University,  Lucknow, 23rd December,  2020.


25. Some beautiful formulae of Ramanujan and their recent developments, 

National Mathematics Day at Pt. CLS Govt. PG College Karnal, 22nd December, 2020. 


24. Generalization of five q-series identities of Ramanujan and unexplored weighted partition identities,

National Mathematics Day at Ramaiah University of Applied Sciences 22nd December, 2020.


23. Generalization of five q-series identities of Ramanujan and unexplored weighted partition identities,

International Conference on Number Theory and Discrete Mathematics, Organized by Ramanujan Mathematical Society and Rajagiri School of Engineering and Technology, 11-14 December, 2020.


22. An exact formula for a Lambert series associated to cusp form and Mobius function,

The 28th International Conference of Forum for Interdisciplinary Mathematics, Stella Maris College and SSN College of Engineering, 23-27 November, 2020. 

21. Ramanujan's formula for odd zeta values,

Mathematics Discipline Seminar, BITS Pilani, 31st October, 2020.

20. Voronoi summation formula for a generalized divisor function,

Math Symposium, IISER Bhopal, March 6-7, 2020. 


19. Voronoi summation formula for a generalized divisor function,

"Symposium in Number Theory" at IIT Gandhinagar, Dec 22-23, 2019. 


18. A new generalization of Ramanujan’s formula for zeta(2n+1),

Diamond Harbour Women’s University. 9th December, 2019.


17. A new proof of Infinitude of primes,

Sundarban Mahavidyalaya, University of Calcutta. 6th December, 2019.


16. Partition implications of a three-parameter q-series identity,

“International conference on number theory and graph Theory", to commemorate the 62th birthday of Chandrasekhar Adiga at the University of Mysore. June 27-29, 2019.


15. Recent developments in the theory of restricted partition function p(n, N ) and spt(n, N ), 

“Analytic and Combinatorial Number Theory: The Legacy of Ramanujan” A conference in Honor of Bruce C. Berndt’s 80th Birthday at the University of Illinois at Urbana-Champaign, US. June 6–9, 2019.


14. A generalization of Ramanujan’s formula for ζ(2m + 1),

International conference in Number Theory at IISER TVM, Kerala. March 11, 2019.


13. A generalization of Ramanujan’s formula for ζ(2m + 1), 

Ramakrishna Mission Vidyamandira, Belur Math, Howrah. March 5, 2019


12. Two-parameter generalization of Ramanujan's formula for zeta(2m+1) and its implications, 

Combinatory Analysis 2018: A Conference in Honor of George Andrews’ 80th Birthday, 

Pennsylvania State University, 21-24 June 2018.


11. Some beautiful formulas of Ramanujan and their developments, 

On the death anniversary of Ramanujan at Tezpur University, 26th April 2018.


10. Some beautiful formulas related to pi, 

On the occasion of the pi day celebration at IIT Gandhinagar, 14th March 2018.


9.  An asymptotic expansion of a Lambert series associated to cusp forms, 

Number Theory: Arithmetic, Diophantine, Transcendence, Celebrating the 130th birth anniversary of Srinivasa Ramanujan at IIT Ropar, 22nd-25th Dec 2017.


8. On the arithmetic nature of the Riemann zeta function at odd integers,

 IIT Gandhinagar, 13th Sep 2017. 


7. A generalization of Ramanujan's formula for zeta(2n+1) and its implications

International conference on class group of number fields and related topics, at HRI, Allahabad, 4th-7th Sep 2017.


6. A new proof of the infinitude of primes, 

IIT Gandhinagar, 31 March 2017. 


5.  Generalization of the secant zeta function, 

International conference of the Indian Mathematics consortium in cooperation with AMS, at BHU, 14-17th Dec 2016.


4. Dirichlet Divisor problem and its generalizations, 

Two days number theory meet, in honor of 70th Birthday of Prof. Michel Waldschmidt at HRI, Allahabad, 5-6th Sep 2016.


3. Limiting values of Lambert series and secant zeta function,  

29th International conference of the Jangeon Mathematical Society on Number theory and Special functions, at Pondicherry University, 9th August 2016.


2. Modular-type relation associated to Rankin-Selberg L-function,

International number theory conference, in honor of Prof. Krishnaswami Alladi's 60th birthday, at the University of Florida, Gainesville, 19th March 2016.


1.  Modular-type relations associated to Rankin-Selberg L-function, 

International Conference on Special Functions and Their applications at Amity University, 12th Sep 2015.