Dr Ramakrishna Bandi
vidwan id: 209387
Associate Professor,
Dr Shyama Prasad Mukherjee International Institute of Information Technology, Naya Raipur
Expertise
- Mathematics
Publications
Publications
No publication activity to display at the moment.
Scopus
h-index
9
CrossRef
Citations
184
h-index
7
Google Scholar
Loading Scholar statistics...
Professional Recognition
No Data Found
There is currently nothing to display here.
Community & Membership
No Data Found
There is currently nothing to display here.
IEEE
IEEE
American Mathematical Society
ISTE
Bio
Coding Theory, Algebra
Personal Details
- Male
- Associate Professor , Dr Shyama Prasad Mukherjee International Institute of Information Technology, Naya Raipur
- Department of Mathematics, International Institute of Information Technology, Raipur
Related Profiles
Experts (11280+)
View All
Assistant Professor
Assistant Professor
Assistant Professor
Assistant Professor
Assistant Professor
Assistant Professor
Assistant Professor
Assistant Professor
Assistant Professor
Assistant Professor
Organisations (30+)
View All
Assistant Professor (Grade-II)
Associate Professor
Research Scholar
Associate Professor
Assistant Librarian
Assistant Professor
Research Scholar
Research Scholar
Research Scholar
Research Scholar
Co-Authors (4)
Vellore Institute of Technology, Vellore
Indian Institute of Technology Roorkee
National Institute of Technology Durgapur
Indian Institute of Technology Patna
Scholarly Work
Construction of linear complementary dual codes over some finite rings
Funding Agency: National Board of Higher Mathematics
Principal Investigator
511,600
2021 - Ongoing
An investigation of Linear Complementary Pairs of codes over finite fields and their generalisations
Linear Complementary Dual Codes over finite Frobenius rings
No Data Found
There is currently nothing to display here.
Scholarly Publications
Linear ℓ -intersection pairs of cyclic and quasi-cyclic codes over a finite field F<inf>q</inf>
Open AccessOn a class of skew constacyclic codes over mixed alphabets and applications in constructing optimal and quantum codes
Open AccessA Verifiable Multi-Secret Sharing Scheme Based on ℓ-Intersection Pair of Cyclic Codes
Open AccessLinear l-intersection Pairs of Monomial and Decreasing Monomial Cartesian Codes with Application to EAQEC Codes ∗
Open AccessAn explicit representation and enumeration for negacyclic codes of length 2<sup>k</sup>n over z<inf>4</inf> + uz<inf>4</inf>
Open Access
10.3934/AMC.2020067
5
11