Publications in 2022
Papers in Journals:
1. Baruah, N. D. and Das, H., Matching coefficients in the series expansions of certain q-products and their reciprocals. The Ramanujan Journal, 1382-4090, 2022.
2. Baruah, N. D. and Das, H., On 3k-Regular Cubic Partitions. Journal of the Korean Mathematical Society , 0304-9914, 2022.
3. Baruah, N. D. and Das, H., Infinite families of congruences modulo powers of 2 for some partition functions involving only odd parts. International Journal of Number Theory, 1793-0421, 2022.
4. Dutta, J., Basnet, D. K., and Nath, R. K., Characterizing Some Rings of Finite Order. Tamkang Journal of Mathematics, 0049-2930, 2022.
5. Hazarika, H., Basnet, D. K. and Kapetanakis, G., On the existence of primitive normal elements of rational form over finite fields of even characteristic. International Journal of Algebra and Computation, 0218-1967, 2022.
6. Hazarika, H. and Basnet, D. K., Pair of primitive normal elements of rational form over finite fields of characteristic 2. Indian Journal of Pure & Applied Mathematics , 0019-5588, 2022.
28. Hazarika, H. and Basnet, D. K., On Existence of Primitive Normal Elements of Cubic Form over Finite Fields. Algebra Colloquium , 1005-3867, 2022.
7. Bir, B., Goswami, D. and Pani, A. K., Finite Element Penalty Method for the Oldroyd Model of Order One with Non-smooth Initial Data. Computational Methods in Applied Mathematics, 1609-9389, 2022.
8. Bhowal, P. and Nath, R. K., Genus of commuting conjugacy class graph of certain finite groups. Computational Methods in Applied Mathematics, 2382-9761, 2022.
9. Sharafdini, R., Nath, R. K. and Darbandi, R., Energy of commuting graph of finite AC-groups. Proyecciones Journal of Mathematics , 0716-0917, 2022.
10. Bhowal, P., Nongsiang, D. and Nath, R. K., Non-solvable graphs of finite groups. Bulletin of the Malaysian Mathematical Sciences Society, 0126-6705, 2022.
11. Deka, D. and Sen, S., Compact higher order discretization of 3D generalized convection diffusion equation with variable coefficients in nonuniform grids. Applied Mathematics and Computation, 0096-3003, 2022.
12. Bose, A. and Dutta, S., Kernel based estimation of the distribution function for length biased data. Metrika, 1435-926X, 00261335, 2022.
13. Das, P.K. and Haokip, L., Periodical burst error correcting codes with decoding error probability. Discrete Mathematics Letters, 2664-2557, 2022.
14. Das, P.K. and Haokip, L., Low-density periodical burst correcting codes with decoding probability and detection capability. Journal of Applied Mathematics and Computing, 1598-5865, 2022.
15. Das, P.K. and Haokip, L., Codes with burst distance and periodical burst errors. Journal of Computational and Applied Mathematics, 0377-0427, 2022.
16. Das, P.K. and Pokhrel, N.K., Low-density and high-density asymmetric CT-burst correcting integer codes. Advances in Mathematics of Communications, 1930-5346, 2022.
17. Pokhrel, N.K., Das, P.K. and Radonjic, A., Integer codes capable of correcting burst asymmetric errors. Journal of Applied Mathematics and Computing, 1598-5865, 2022.
Updated on 20.07.2022