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Prof. Gujji Murali Mohan Reddy

Associate Professor,
Department of Mathematics

A priori and a posteriori error analysis, Evolution Problems with Memory, Inverse problems, Numerical Analysis, Numerical methods to PDEs, Stochastic PDEs
Birla Institute of Technology & Science, Pilani
Hyderabad Campus
Jawahar Nagar, Kapra Mandal
Dist.-Medchal-500 078
Telangana, India

Research Projects

Ongoing

International Project  
  
Cooperative Research Project of Research Center for Biomedical Engineering, Japan

Title of ProjectModelling for microfabrication and biomedical applications

Role: Member Investigator
Duration: One year (2022-2023) 
Grant amount: JPY 600,000   
 
National Project
 
Mathematical Research Impact Centric Support (MATRICS) Grant funded by SERB-DST
 
Title of ProjectA posteriori error analysis for evolution equations with positive type kernels 
 
Role: Principal Investigator
Duration: Three years (2023-2026) 
Grant amount: INR 6.60 lakhs
  
 

Completed

 
International Projects 
  
Postdoctoral Research Fellowship funded by Sao Paulo Research Foundation (FAPESP), Brazil
 

Title of Project: Efficient Numerical Solution of the Inverse Stefan Problems using the Method of Fundamental Solutions

Duration: Three years (2016-2019) 
Grant amount: R$297.186,79  
 
National Projects
 
Start-up Research (SRG) Grant funded by SERB-DST
 

Title of ProjectAdaptive and efficient method of fundamental solutions for the numerical reconstruction of boundary data in two-phase inverse Stefan problems 

 
Role: Principal Investigator
Duration: Two years (2019-2021) 
Grant amount: INR 10.45 lakhs
 
Additional Competitive Research Grant (ACRG) funded by BITS-Pilani
 

Title of ProjectEfficient reconstruction of boundary data using the method of fundamental solutions for the two-phase inverse Stefan problem 

 
Role: Principal Investigator
Duration: Two years (2019-2021) 
Grant amount: INR 7 lakhs 
 
Research Initiation Grant (RIG) funded by BITS-Pilani 
 

Title of ProjectAdaptive discretizations of parabolic integro-differential equations by finite element methods

 
Role: Principal Investigator
Duration: Two years (2019-2021) 
Grant amount: INR 2 lakhs