SET Mathematics ( Commissioner for Entrance Exams)
B.Ed Mathematics ( Kerala University)
Ph.D Mathematics ( Kerala University)
Employment History
Lecturer at Government College, Munnar(31-01-2005
to 13-06-2007)
Asst. Professor at Government College, Kasaragod(15-06-2007
to 04-06-2008)
Asst. Professor at Government College, Kattappana(05-06-2008
to 08-06-2016)
Asst. Professor at Panampilly Memorial Government College, Chalakudy(10-06-2016
to 02-09-2021)
Associate Professor at Maharaja's College, Ernakulam(03-09-2021
to 19-07-2023)
Associate Professor at Government College Kattappana(26-07-2023
to 24-07-2024)
Associate Professor at Maharajas College, Ernakulam(31-07-2024
)
Achievements
BoS Chairperson
Chairperson Board of Studies UG Mathematics University of Calicut
BoS Member
Board of Studies Member PG Mathematics University of Calicut
Teaching Interest
Linear Algebra
Topology
Research Interest
Semirings
Semigroups
Graph Theory
Doctoral Thesis Under Supervision
Doctoral Thesis Under Supervised
Publications
Idempotents in Semirings of Matrices over Lattices, G N Prakash and A R Rajan, Algebra and its Applications: Recent Developments, Narosa Publishing House Pvt. Ltd., New Delhi., 157-165, 2011
,ISBN: 978-81-8487-124-1.
S-normal Cayley graphs and hom-idempotent graphs, Liny Mariam Mathew, G. N. Prakash and L. John, Malaya Journal of Matematik, Vol. S, No. 1,, 573-575, 2021
,ISSN(P):2319−3786, ISSN(O):2321−5666.
Extended Green’s relations on Mn(D), a characterization, Prakash G. Narasimha Shenoi and A. R. Rajan, Asian-European Journal of Mathematics, https://doi.org/10.1142/S1793557122501662, 2021
Group Fuzzy Languages and its Generalizations, Archana V. P., Ramesh Kumar P, and Prakash G. Narasimha Shenoi, Ratio Mathematica, 48, 87--96, 2023
,http://dx.doi.org/10.23755/rm.v48i0.1095.
Anticenter of Profiles in Products of Graphs, Manoj Changat, Prasanth G. Narasimha-Shenoi, Mary Shalet Thottungal Joseph, Archana Sivadas, Prakash G. Narasimha-Shenoi, Indian Journal of Pure and Applied Mathematics, 2023
,https://doi.org/10.1007/s13226-023-00489-w.
Projects
A study on Linear Algebraic Aspects of Semirings of Matrices View Project Report
