Contact

All Stories

  1. Galois hulls of constacyclic codes over affine algebra rings

    Article • Discrete Mathematics, February 2026, Elsevier

    Dr. Om Prakash

  2. New rational functional identity involving inverses over division rings

    Article • Asian-European Journal of Mathematics, August 2025, World Scientific Pub Co Pte Lt

    Dr. Om Prakash

  3. Quantum codes from skew cyclic codes over mixed alphabets

    Article • Computational and Applied Mathematics, August 2025, Springer Science + Business Media

    Dr. Om Prakash

  4. Hulls of separable double cyclic codes over $${\mathbb {Z}}_{p^2}$$

    Article • Computational and Applied Mathematics, April 2025, Springer Science + Business Media

    Dr. Om Prakash

  5. Some constructions of $l$-Galois LCD codes

    Article • Advances in Mathematics of Communications, January 2025, American Institute of Mathematical Sciences (AIMS)

    Dr. Om Prakash

  6. Associated Complementary Dual and Quantum Codes of Skew Constacyclic Codes

    Article • October 2024, MDPI AG

    Dr. Om Prakash

  7. Application of (σ,δ)-cyclic codes in DNA codes over a non-chain ring

    Article • International Journal of Biomathematics, July 2024, World Scientific Pub Co Pte Lt

    Dr. Om Prakash

  8. Hermitian hull of constacyclic codes over a class of non-chain rings and new quantum codes

    Article • Computational and Applied Mathematics, June 2024, Springer Science + Business Media

    Dr. Om Prakash

  9. Structure of $${\mathbb {F}}_q{\mathcal {R}}$$-linear $$(\varTheta ,\varDelta _\varTheta )$$-cyclic codes

    Article • Computational and Applied Mathematics, April 2024, Springer Science + Business Media

    Dr. Om Prakash

  10. New Quantum Codes and (θ, δ, β)-Cyclic Codes

    Article • IEEE Access, January 2024, Institute of Electrical & Electronics Engineers (IEEE)

    Dr. Om Prakash

  11. Complementary dual skew polycyclic codes and their applications to EAQECCs

    Article • The European Physical Journal Plus, July 2023, Springer Science + Business Media

    Dr. Om Prakash

  12. Quantum and LCD codes from skew constacyclic codes over a finite non-chain ring

    Article • Quantum Information Processing, May 2023, Springer Science + Business Media

    Dr. Om Prakash

  13. DNA Code from Cyclic and Skew Cyclic Codes over F4[v]/⟨v3⟩

    Article • Entropy, January 2023, MDPI AG

    Dr. Om Prakash

  14. Constacyclic and Skew Constacyclic Codes Over a Finite Commutative Non-chain Ring

    Article • January 2023, Springer Science + Business Media

    Dr. Om Prakash

  15. New quantum codes from skew constacyclic codes

    Article • Advances in Mathematics of Communications, January 2023, American Institute of Mathematical Sciences (AIMS)

    Dr. Om Prakash

  16. On $ \mathbb{Z}_4\mathbb{Z}_4[u^3] $-additive constacyclic codes

    Article • Advances in Mathematics of Communications, January 2023, American Institute of Mathematical Sciences (AIMS)

    Dr. Om Prakash

  17. Structure of skew cyclic codes over

    Article • Journal of Discrete Mathematical Sciences and Cryptography, January 2023, Taru Publications

    Dr. Om Prakash

  18. Enumeration of LCD and Self-dual Double Circulant Codes Over $${\boldsymbol{\mathbb {F}}}_q[v]/ <\!\!v^2-1\!\!>$$

    Article • August 2022, Springer Science + Business Media

    Dr. Om Prakash

  19. Self-dual and LCD double circulant codes over a class of non-local rings

    Article • Computational and Applied Mathematics, July 2022, Springer Science + Business Media

    Dr. Om Prakash

  20. Quantum codes construction from skew polycyclic codes

    Article • June 2022, Institute of Electrical & Electronics Engineers (IEEE)

    Dr. Om Prakash

  21. Galois hulls of constacyclic codes over finite fields

    Article • Cryptography and Communications, June 2022, Springer Science + Business Media

    Dr. Om Prakash

  22. Correction to: Cyclic codes over $$M_{4} (\mathbb {F}_{2}+u\mathbb {F}_{2})$$  

    Article • Cryptography and Communications, May 2022, Springer Science + Business Media

    Dr. Om Prakash

  23. Cyclic codes over $$M_4 (\mathbb {F}_2+u\mathbb {F}_2)$$  

    Article • Cryptography and Communications, March 2022, Springer Science + Business Media

    Dr. Om Prakash

  24. (f, σ, δ)-skew Polycyclic Codes and Their Applications to Quantum Codes

    Article • International Journal of Theoretical Physics, February 2022, Springer Science + Business Media

    Dr. Om Prakash

  25. New non-binary quantum codes from skew constacyclic and additive skew constacyclic codes

    Article • The European Physical Journal Plus, February 2022, Springer Science + Business Media

    Dr. Om Prakash

  26. Pancyclic zero divisor graph over the ring ℤn[i]

    Article • Discrete Mathematics Algorithms and Applications, January 2022, World Scientific Pub Co Pte Lt

    Dr. Om Prakash

  27. Cyclic and LCD Codes over a Finite Commutative Semi-local Ring

    Article • January 2022, Springer Science + Business Media

    Dr. Om Prakash

  28. New quantum codes from constacyclic codes over the ring $ R_{k,m} $

    Article • Advances in Mathematics of Communications, January 2022, American Institute of Mathematical Sciences (AIMS)

    Dr. Om Prakash

  29. Reversible cyclic codes over a class of chain rings and their application to DNA codes

    Article • International Journal of Information and Coding Theory, January 2022, Inderscience Publishers

    Dr. Om Prakash

  30. $$(\theta , \delta _\theta )$$-Cyclic codes over $$\mathbb {F}_q[u,v]/\langle u^2-u, v^2-v, uv-vu \rangle $$

    Article • Designs Codes and Cryptography, November 2021, Springer Science + Business Media

    Dr. Om Prakash

  31. Cyclic codes over a non-chain ring R, and their application to LCD codes

    Article • Discrete Mathematics, October 2021, Elsevier

    Dr. Om Prakash

  32. Reversible cyclic codes over some finite rings and their application to DNA codes

    Article • Computational and Applied Mathematics, September 2021, Springer Science + Business Media

    Dr. Om Prakash

  33. A family of constacyclic codes over a class of non-chain rings $${\mathcal {A}}_{q,r}$$ and new quantum codes

    Article • Journal of Applied Mathematics and Computing, September 2021, Springer Science + Business Media

    Dr. Om Prakash

  34. New Quantum and LCD Codes over Finite Fields of Even Characteristic

    Article • Defence Science Journal, September 2021, Defence Scientific Information and Documentation Centre

    Dr. Om Prakash

  35. Construction of LCD and new quantum codes from cyclic codes over a finite non-chain ring

    Article • Cryptography and Communications, August 2021, Springer Science + Business Media

    Dr. Om Prakash

  36. New Quantum Codes from Skew Constacyclic Codes Over a Class Of Non-Chain Rings Re, q

    Article • International Journal of Theoretical Physics, July 2021, Springer Science + Business Media

    Dr. Om Prakash

  37. Erratum to: On the structure of cyclic codes over M2$$({\mathbb {F}}_{\it{p}}$$ + u$${\mathbb {F}}_{\it{p}})$$

    Article • Indian Journal of Pure and Applied Mathematics, June 2021, Springer Science + Business Media

    Dr. Om Prakash

  38. On the structure of cyclic codes over M2$$({\mathbb {F}}_{\it{p}}$$ + u$${\mathbb {F}}_{\it{p}})$$

    Article • Indian Journal of Pure and Applied Mathematics, June 2021, Springer Science + Business Media

    Dr. Om Prakash

  39. Quantum Codes from Repeated-Root Cyclic and Negacyclic Codes of Length 4ps Over $\mathbb {F}_{p^{m}}$

    Article • International Journal of Theoretical Physics, March 2021, Springer Science + Business Media

    Dr. Om Prakash

  40. Construction of reversible cyclic codes over ℤpk

    Article • Journal of Discrete Mathematical Sciences and Cryptography, February 2021, Taru Publications

    Dr. Om Prakash

  41. New quantum codes from constacyclic codes over a non-chain ring

    Article • Quantum Information Processing, February 2021, Springer Science + Business Media

    Dr. Om Prakash

  42. New $${\mathbb {Z}}_4$$ codes from constacyclic codes over a non-chain ring

    Article • Computational and Applied Mathematics, January 2021, Springer Science + Business Media

    Dr. Om Prakash

  43. $ \mathbb{Z}_{4}\mathbb{Z}_{4}[u] $-additive cyclic and constacyclic codes

    Article • Advances in Mathematics of Communications, January 2021, American Institute of Mathematical Sciences (AIMS)

    Dr. Om Prakash

  44. Jordan Left {g, h}-Derivation over Some Algebras

    Article • Indian Journal of Pure and Applied Mathematics, December 2020, Springer Science + Business Media

    Dr. Om Prakash

  45. Constacyclic and Linear Complementary Dual Codes Over Fq + uFq

    Article • Defence Science Journal, October 2020, Defence Scientific Information and Documentation Centre

    Dr. Om Prakash

  46. Quantum codes from skew constacyclic codes over Fp m + vFp m + v2Fp m

    Article • October 2020, Institute of Electrical & Electronics Engineers (IEEE)

    Dr. Om Prakash

  47. New quantum codes from constacyclic and additive constacyclic codes

    Article • Quantum Information Processing, August 2020, Springer Science + Business Media

    Dr. Om Prakash

  48. On Almost Armendariz Ring

    Article • Algebra Colloquium, May 2020, World Scientific Pub Co Pte Lt

    Dr. Om Prakash

  49. A family of constacyclic codes over 𝔽<SUB align="right"><i>p<SUP align="right">m</SUP></i> [<i>υ</i>, <i>w</i>]/⟨<i>υ</i><SUP align="right">2</SUP> &min...

    Article • International Journal of Information and Coding Theory, January 2020, Inderscience Publishers

    Dr. Om Prakash

  50. Quantum Codes from the Cyclic Codes Over $$\mathbb {F}_{p}[v,w]/\langle v^{2}-1,w^{2}-1,vw-wv\rangle $$

    Article • January 2020, Springer Science + Business Media

    Dr. Om Prakash

  51. Repeated-root bidimensional (<i>μ</i>, <i>ν</i>)-constacyclic codes of length 4<i>p</i><SUP align="right"><i>t</i></SUP>.2<SUP align="right"><i>r</i></SUP>

    Article • International Journal of Information and Coding Theory, January 2020, Inderscience Publishers

    Dr. Om Prakash

  52. Quantum Codes Obtained from Constacyclic Codes

    Article • International Journal of Theoretical Physics, September 2019, Springer Science + Business Media

    Dr. Om Prakash

  53. Divisor graph of the complement of Γ(R)

    Article • Asian-European Journal of Mathematics, July 2019, World Scientific Pub Co Pte Lt

    Dr. Om Prakash

  54. Quantum codes from the cyclic codes over $$\mathbb {F}_{p}[u,v,w]/\langle u^{2}-1,v^{2}-1,w^{2}-1,uv-vu,vw-wv,wu-uw\rangle $$ ...

    Article • Journal of Applied Mathematics and Computing, January 2019, Springer Science + Business Media

    Dr. Om Prakash

  55. A class of constacyclic codes over the ring Z4[u,v]/<u2,v2,uv - vu> and their Gray images

    Article • Filomat, January 2019, National Library of Serbia

    Dr. Om Prakash

  56. A note on lower nil M-Armendariz rings

    Article • Cogent Mathematics & Statistics, November 2018, Taylor & Francis

    Dr. Om Prakash

  57. A generalization of sumset and its applications

    Article • Proceedings - Mathematical Sciences, October 2018, Springer Science + Business Media

    Dr. Om Prakash

  58. A class of constacyclic codes over $${\mathbb {Z}}_{4}[u]/\langle u^{k}\rangle $$Z4[u]/⟨uk⟩

    Article • Journal of Applied Mathematics and Computing, August 2018, Springer Science + Business Media

    Dr. Om Prakash

  59. A study of constacyclic codes over the ring ℤ4[u]/〈u2 − 3〉

    Article • Discrete Mathematics Algorithms and Applications, July 2018, World Scientific Pub Co Pte Lt

    Dr. Om Prakash

  60. Motzkin’s Maximal Density and Related Chromatic Numbers

    Article • Uniform distribution theory, June 2018, De Gruyter

    Dr. Om Prakash

  61. A study of cyclic and constacyclic codes over Z4 + uZ4 + vZ4

    Article • International Journal of Information and Coding Theory, January 2018, Inderscience Publishers

    Dr. Om Prakash

  62. A study of cyclic and constacyclic codes over Z4 + uZ4 + vZ4

    Article • International Journal of Information and Coding Theory, January 2018, Inderscience Publishers

    Dr. Om Prakash

  63. Skew cyclic and skew (<i>α</i><SUB align="right">1 + <i>uα</i><SUB align="right">2 + <i>vα</i><SUB align="right">3 + <i>uvα</i><SUB align="right">4)-constacyclic codes over <i&g...

    Article • International Journal of Information and Coding Theory, January 2018, Inderscience Publishers

    Dr. Om Prakash

  64. Energy and Wiener index of Total Graph over Ring Zn

    Article • Electronic Notes in Discrete Mathematics, December 2017, Elsevier

    Dr. Om Prakash

  65. Fuzzy Transportation Problem with Generalized Triangular-Trapezoidal Fuzzy Number

    Article • November 2017, Springer Science + Business Media

    Dr. Om Prakash

  66. Corrigendum: Covering of Line Graph of Zero Divisor Graph over Ring Zn

    Article • British Journal of Mathematics & Computer Science, January 2017, Sciencedomain International

    Dr. Om Prakash

  67. On generalizations of two Ramanujan’s summations

    Article • January 2016, American Institute of Physics

    Dr. Om Prakash

  68. On a quadratic transformation due to Kummer and its generalizations

    Article • January 2016, American Institute of Physics

    Dr. Om Prakash

  69. Certain Generalized q-Operators

    Article • Demonstratio Mathematica, September 2015, De Gruyter

    Dr. Om Prakash, Dr Prerna PMS Sharma

  70. Corrigendum to “Subsequence sums: Direct and inverse problems” [J. Number Theory 148 (2015) 235–256]

    Article • Journal of Number Theory, July 2015, Elsevier

    Dr. Om Prakash

  71. Subsequence sums: Direct and inverse problems

    Article • Journal of Number Theory, March 2015, Elsevier

    Dr. Om Prakash

  72. Unbalanced Transportation Problems in Fuzzy Environment using Centroid Ranking Technique

    Article • International Journal of Computer Applications, January 2015, Foundation of Computer Science

    Dr. Om Prakash

  73. Covering of Line Graph of Zero Divisor Graph over Ring

    Article • British Journal of Mathematics & Computer Science, January 2015, Sciencedomain International

    Dr. Om Prakash