Dr. Mahesh Anand - Department of Mathematics,Indian Institute of Technology Roorkee
Dr. Mahesh Anand
Maheshanand Associate professor maheshanand@ma.iitr.ac.in 01332-285543
Areas of Interest
  • Coding Theory: Codes over rings, Locally recoverable codes, Boolean functions in coding theory and cryptography
Professional Background
FromPeriodPositionOrganisation
2015-11-23OngoingAssociate ProfessorIIT Roorkee
2010-12-014 years 11 months 21 daysAssistant ProfessorIIT Roorkee
2001-06-019 years 5 months 29 daysLecturer/Sr. LecturerC-DAC, Noida
Educational Details
DegreeSubjectUniversityYear
M. Sc.MathematicsC. C. S. University, Meerut,1996
Ph. DMathematicsJamia Millia Islamia, New Delhi,2010
Memberships
  • American Mathematical Society, Affiliate Member
PHDs Supervised
TopicScholar NameStatus of PHDRegistration Date
On cyclic codes and duadic codes over some finite ringsRaj KumarA2015-07
A study of some cryptographically significant Boolean functions and their generalizationsDeep SinghA2009-07
On codes over some non-chain extensions of Z4Ramakrishna BandiA2011-07
On codes over some extensions of F2 + uF2 and some binary triple cyclic codesSrinivasulu B.A2012-07
A study of skew codes and quantum codes over some finite ringsAmit SharmaA2013-07
Refereed Journal Papers
  1. Maheshanand Bhaintwal and Siri Krishan Wasan: On quasi-cyclic codes over Zq, Applicable Algebra in Engineering, Communication and Computing, 20,  459-480 (2009).
  2. Maheshanand Bhaintwal and Siri Krishan Wasan: Generalized Reed-Muller codes over Zq, Designs, Codes and Cryptography, 54, 149-166, (2010).
  3. Maheshanand Bhaintwal: Skew quasi-cyclic codes over Galois rings, Designs, Codes and Cryptography, 62, 85–101 (2012).
  4. Deep Singh, Maheshanand Bhaintwal and Brajesh Kumar Singh:  Some results on q-ary bent functions, International Journal of Computer Mathematics, 90, 1761-1773 (2013).
  5. Deep Singh, Maheshanand Bhaintwal and Brajesh Kumar Singh:  Constructions of q-ary functions with good global avalanche  characteristics, International Journal of Computer Mathematics, 92, 266 – 276 (2015).
  6. Rama Krishna Bandi and Maheshanand Bhaintwal: Self-dual codes over Z4 + wZ4, Discrete Mathematics, Algorithms and Applications,7(2), 1550014:1-1550014:10 (2015).
  7. Rama Krishna Bandi, Maheshanand Bhaintwal and Nuh Aydin: A mass formula for negacyclic codes of length 2k and some good negacyclic codes over Z4 + uZ4, Cryptography and Communications, 9(2), 241-272 (2017).
  8. Rama Krishna Bandi and Maheshanand Bhaintwal: Negacyclic codes of length 2k over Z4 + uZ4, International Journal of Computer Mathematics, 94(3), 454 - 470(2017).
  9. Rama Krishna Bandi and Maheshanand Bhaintwal: A note on cyclic codes over Z4 + uZ4, Discrete Mathematics, Algorithms and Applications, 8(1), 1650017:1-1650017:17 (2016).

  10. Srinivasulu B and Maheshanand Bhaintwal:  Z 2(Z2 uZ2)-Additive cyclic codes and their duals, Discrete Mathematics, Algorithms and Applications, 8(2), 1650027:1-1650027:19 (2016)
  11. Amit Sharma and Maheshanand Bhaintwal: F3R-skew cyclic codes, International Journal of Information and Coding Theory, 3(3), 234 – 251 (2016).
  12. Srinivasulu B and Maheshanand Bhaintwal: Z2-triple cyclic codes and their duals, European Journal of Pure and Applied Mathematics, 10(2), 392 - 409 (2017). 
  13. Srinivasulu B and Maheshanand Bhaintwal:  The structure of duals of cyclic codes over F2 + uF2 + vF2 + uvF2 and some DNA codes, International Journal of Information and Coding Theory, 4(1), 79 - 100 (2017).
  14. Amit Sharma and Maheshanand Bhaintwal: A class of skew-constacyclic codes over Z4 + uZ International Journal of Information and Coding Theory, 4(4), 289 – 303 (2017).
  15. Amit Sharma and Maheshanand Bhaintwal: A class of skew-cyclic codes over Z4 + uZ4 with derivation, Advances in Mathematics of Communications, 12(4), 723 - 739 (2018).
  16. Amit Sharma, Rama Krishna Bandi and Maheshanand Bhaintwal: On quantum codes via cyclic codes of arbitrary length over F4 + uF4, Discrete Mathematics, Algorithms and Applications, 10(3), 1 - 13 (2018). 
  17. Srinivasulu B, Rama Krishna Bandi and Maheshanand Bhaintwal: A note on consta-cyclic and quasi-cyclic codes over F2 + uF2 + vF2 + uvF2, Bulletin of the Malaysian Mathematical Sciences Society, 42, 3453-3474 (2019). 
  18. Amit Sharma and Maheshanand Bhaintwal: A class of 2D skew-cyclic codes over Fq + uFq, Applicable Algebra in Engineering, Communication and Computing, 30(6), 471-490 (2019).
  19. Charul Rajput and Maheshanand Bhaintwal: Optimal RS-like LRC codes of arbitrary length, Applicable Algebra in Engineering, Communication and Computing, 31 (3-4), 271-289 (2020).
  20. Charul Rajput and Maheshanand Bhaintwal: RS-like locally recoverable codes with intersecting recovering sets, Finite Fields and Their Applications, 68, 101729 (2020).
  21. Charul Rajput and Maheshanand Bhaintwal: Cyclic LRC-LCD codes with hierarchical locality, Accepted for publication in IEEE Communications Letters (2020).
  22. Raj Kumar, Maheshanand Bhaintwal and Ramakrishna Bandi: Ideal structure of Zq + uZq and Zq + uZq-cyclic codes,  Filomat, 34:12, 4199–4214 (2020).
  23. Raj Kumar and Maheshanand Bhaintwal: A class of constacyclic codes over Z2s + uZ2s , Journal of Applied Mathematics and Computing, 66, 111-128 (2021).
  24. Raj Kumar and Maheshanand Bhaintwal: Duadic codes over Z4 + uZ4Advances in Mathematics of Communications, DOI: 10.3934/amc.2020135, (2021).
  25. Maheshanand Bhaintwal and Soumak Biswas: On ZpZp[u]/<uk>-cyclic codes and their weight enumerators, Journal of Korean Mathematical Society, 58(3), 571-595 (2021).
  26. Soumak Biswas and Maheshanand Bhaintwal: New quatntum codes from self-orthogonal cyclic codes over Fq2[u]/<uk>, Quantum Information Processing, 20(9), 1-30, (2021).
  27. Raj Kumar and Maheshanand Bhaintwal: Repeated root cyclic codes over Zp2 + uZp2 and their Lee distances, Cryptography and Communications, https://doi.org/10.1007/s12095-021-00540-9, (2021).
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