Dr. T. Chalapathi
Qualification : Ph.D. (S V University, Tirupathi)
Designation : Asst. Professor
Details of Educational Qualification:
| Course | Specialization | Group | College Name/University | Year of Passing |
|---|---|---|---|---|
| Ph.D. | Graph Theory | Mathematics | Sri VenkateswaraUniversity, Tirupati | 2013 |
| M.Tech. | CSE | CSE | Acharya Nagarjuna University, Guntur | 2009 |
| M.Sc. | Mathematics | M.Sc. | Sri Venkateswara University, Tirupati, | 1994 |
| B.Sc. | Mathematics | B.Sc. | Sri Venkateswara University, Tirupati, | 1991 |
My Publications
| S.No | Title of the Paper | Full Details of Journal Name / Conference Name, Volume number, page number, Date |
|---|---|---|
| 1 | Convective flow of Prandtl hybrid Nanofluid (SWCNT-MWCNT/EG) over an exponential elongated sheet with second order slip condition | Journal of Porous media (SCIE) |
| 2 | Algebraic Properties of Finite Neutrosophic Fields | Neutrosophic Sets and Systems, 49, 253-261, 2022 (Scopus) |
| 3 | Comparable Graphs of Finite Groups | International Journal of Mathematical Combinatorics, 1, 31-42, 2022 (UGC Care) |
| 4 | Neutrosophic Quadratic Residues and Non-Residues | Neutrosophic Sets & Systems, 46, 356-371, 2021. (Scopus) |
| 5 | Enumeration of Involutions of Finite Rings | Journal of New Theory, 36, 64 – 74, 2021. (UGC) |
| 6 | Unitary Invertible Graphs of Finite Rings | DiscussionesMathematicae: General Algebra & Applications, 41 (1), 2021. (Scopus) |
| 7 | Neutrosophic Boolean Rings | Neutrosophic Sets and Systems, 33, 59-66, 2020, (Scopus). |
| 8 | Classical Pairs in Zn | Notes on Number Theory and Discrete Mathematics, 26, 59-69, 2020, (Web of Science) |
| 9 | A Study on Neutrosophic Zero Rings | Neutrosophic Sets & Systems, 30, 192-202, 2019. (Scopus) |
| 10 | Difference divisor graph of the finite group | International Journal of Research in Industrial Engineering, 7 (2), 235-242 , 2018. (UGC) |
| 11 | Independent graph of the finite group, | arXiv preprint arXiv:1806.07191, 2018. (Scopus). |
| 12 | Enumeration of disjoint Hamilton cycles in a divisor Cayley graph | Journal of Matematik , 6 (3), 492-498, 2018. (Scopus). |
| 13 | Neutrosophic Invertible Graphs of Neutrosophic Rings | ew Trends in Neutrosophic Theory and Applications. 2, 193-201, 2018. (UGC) |
| 14 | Neutrosophic units of Neutrosophic rings and fields | Neutrosophic Sets and Systems ,21, 5-12 (Scopus). |
| 15 | Invertible Graphs of Finite Groups | Computer Science, 77(2), 126- 145, 2018 (Scopus). |
| 16 | Equal Degree Graphs of Simple Graphs | International journal of mathematical combinatorics, 1, 127-137, 2018. (UGC) |
| 17 | Self Additive Inverse Elements of Neutrosophic Rings and Fields | Annals of Pure and Applied Mathematics, 13 (1), 63-72, 2017. (UGC) |
| 18 | Order divisor graphs of finite groups | Malaya Journal of Matematik (MJM), 5 (2), 464-474, 2017. (Scopus). |
| 19 | Neutrosophic graphs of finite groups | Neutrosophic Sets and Systems, 15, 22-30, 2017. (Scopus). |
| 20 | The Structural Properties of Even Free Graphs | International Journal of Computer Applications, 121 (2), 19-21, 2015. (UGC) |
| 21 | Enumeration of Triangles in Cayley Graphs | Pure and Applied Mathematics Journal, 4 (3), 128-132, 2015. (UGC) |
| 22 | Enumeration of Basic Hamilton Cycles in the Mangoldt Graph | International Journal of Computer Applications, 99 (4), 44-48, 2014. (UGC) |
| 23 | Enumeration of triangles in a divisor Cayley graph | Momonaethiopian journal of science 5 (1), 163-173, 2013. (UGC) |