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Ms. P R Neethu
M.Sc., M.Phil
Asst. Professor
DEPARTMENT OF MATHEMATICS

Ms P R Neethu completed her graduation in Mathematics from St Teresa’s College, Ernakulam, has Masters in Mathematics from Kannur University Campus, Mangattuparamba and has done her MPhil from Amrita School of Arts and Science, Kochi. 

She is currently pursuing PhD from Mahatma Gandhi University, Kottayam. She served as Guest Lecturer at Sree Sankara College, Kalady for a period of 7 months and 4 months as Teaching Assistant at RSET.  She has been working as Assistant Professor in Mathematics at RSET since November  2022. 

Her areas of interest include Topology, Topological Data Analysis, Statistics, Stochastic Process and Linear Algebra.

RSET Unique Id: 31978
Area of Interest: TOPOLOGY, TOPOLOGICAL DATA ANALYSIS, STATISTICS, LINEAR ALGEBRA.
ORCID_iD 0009-0005-5429-1936
Google Scholar ID https://scholar.google.com/citations?hl=en&user=hZPS3xYAAAAJ
COURSES HANDLED
Sl No Year Stream Sem Branch Subject
1 2025 B.Tech. S8 AID MULTIVARIATE DATA ANALYSIS
2 2025 B.Tech. S6 AID TOPOLOGICAL DATA ANALYSIS-I
3 2025 B.Tech. S2 AID COMPLEX ANALYSIS AND TRANSFORMS
4 2024 B.Tech. S6 AID TOPOLOGICAL DATA ANALYSIS-I
5 2024 B.Tech. S5 AID TOPOLOGY
6 2024 B.Tech. S4 AID INFERENTIAL STATISTICS
7 2024 B.Tech. S3 CU COMPUTATIONAL STATISTICS
8 2024 B.Tech. S2 ME-A CALCULUS AND TRANSFORMS
9 2024 B.Tech. S1 AID CALCULUS AND LINEAR ALGEBRA
10 2023 B.Tech. S5 AID TOPOLOGY
11 2023 B.Tech. S3 CU COMPUTATIONAL STATISTICS
12 2023 B.Tech. S1 EEE CALCULUS AND LINEAR ALGEBRA
13 2022 B.Tech. S4 CS-A NUMBER THEORY
14 2022 B.Tech. S4 AID INFERENTIAL STATISTICS
15 2022 B.Tech. S3 CU COMPUTATIONAL STATISTICS
16 2022 B.Tech. S2 ME-A VECTOR CALCULUS, DIFFERENTIAL EQUATIONS AND TRANSFORMS
17 2022 B.Tech. S2 EC-B VECTOR CALCULUS, DIFFERENTIAL EQUATIONS AND TRANSFORMS
18 2022 B.Tech. S2 CE VECTOR CALCULUS, DIFFERENTIAL EQUATIONS AND TRANSFORMS
19 2022 B.Tech. S1 AID LINEAR ALGEBRA AND CALCULUS
PUBLICATION-CONFERENCE/JOURNAL DETAILS
Year Title of the Paper-Conference/Journal Details
2024 On Fuzzy Regularly Closed Filters in Michálek Fuzzy Topological Space
Advances in Pure Mathematics
2021 Fuzzy Regularly Closed Sets in Michálek’s Fuzzy Topological Space
Journal of Physics: Conference Series