SANGEERTHANA R

General Information:

Designation : Guest Lecturer

Mobile : 9995865421

Email : [email protected]

Address : Puthan Madom, Kudavechoor PO, Vaikom, Kottayam 686144

Department : Mathematics

  • M.Phil, University of Kerala, Mathematics, 2021
  • M.Sc, St. Thomas College, Kozhencherry, (Mahatma Gandhi University), Mathematics, 2018
  • B.Sc., CMS College, (Mahatma Gandhi University), Mathematics, 2016
S.No Year Publication Title Name of Journal / Proceedings National/International Vol & Issue Page No(s)
1. 2020 Generalized
symbolic
dynamics
approach for
characterization
of time series
Proceedings of
CoCoNet,2020,
Springer
International , Volume
1
53-62
Sl. No Title of Seminar/ Conference etc Title of Paper Presentation/ Participation Agency/ Venue Date Level
1. Raman Optronics
Webinar Series
2020
Structural
properties of one
dimensional
recurrent network
of rainfall data
Contribution University
of Kerala
Kariyavatto
m Campus,
Trivandrum
December
01, 2020
International
Sl. 
No.
Title and  
Organizers
Funding  Agency Venue  Date  International/National  /Regional
International  
Webinar on Recent  Research  
Development in  
Graph Theory 
St. Joseph’s College,  Irinjalakuda
NIL  Online  15  
December,  2020
International
International  
Webinar on  Mathematics and its  applications 
Darjeeling  
Government college
NIL  online  10 october,  2020 International
Raman Optronics  Webinar series 2020:  Introduction to time  series analysis and its  application. 
Department of  Optoelectronics,  
University of Kerala
NIL  Online  07 october,  2020 International
Discrete  
mathematics, graph  theory and its  application. 
Universal  
engineering college,  Thrissur
NIL  online  17-21  
August,  
2020
Regional
Webinar on Research  and Publication ethics. 
St.Thomas college,  Thrissur
NIL  online  6 August,  2020 Regional
Sl.No  Semester  Paper Code  UG- Title  PG – Title
MM1CMT01  Partial Differentiation,  Matrices, Trigonometry  and Numerical Methods
MM3CRT01  Calculus
MM3CMT01  Vector Calculus, Analytic  Geometry and Abstract  Algebra
MM4CRT01  Vector calculus, Theory of  Numbers and Laplace  
Transform
MM4CMT01  Fourier Series, Laplace  
Transform and Complex  Analysis
MM6CRT02  Graph Theory and Metric  Spaces