Virtual Tour

Mathematics

Ph.D. Registered


S.No

Year

Ph. D. Registered

1

2023

2

2

2020

13

3

2019

09

4

2018

05

5

2016

02

6

2015

04

7

2014

06

8

2013

05

9

2012

04


Session 2023-24 RDC Awaited

NAME OF THE RESEARCH SCHOLAR

TOPIC / TITLE

Yamini Vaishnav

A study on iterative approximation of fixed points for various mappings

Iti Sao

The Mathematical Analysis of some stochastic reliability models


Session 2020-21 RDC Awaited

NAME OF THE

RESEARCH SCHOLAR

 

TOPIC / TITLE

 

Rashmi Verma

Approximations on Fixed points for Nonlinear Operators Through Iterative Algorithms with Applications

Heeramani Tiwari

Some Fixed point Theorems for Generalized weak Contraction Mappings with Applications

Kailash Kumar Kakkad

Some Fixed Points Theorems in Banach Algebra and its Applications

Heena Soni

Applications of Fixed Point Theorems in Fuzzy Metric Spaces

Netra Kumar  Gupta

On Iterative Methods for Solving Variation Inequalities

Nidhi Sharma

Fixed Point Theorems in b- Metric Spaces

Shruti Shukla

Study of Some Stochastic Reliability Models of Repairable Systems

Kuleshwari

A Study on Common Fixed Points for Noncommuting type Mappings in Generalized Metric Spaces

Prateek Singh Thakur

Algebra of Fuzzy Sets and its Application in Machine learning and Data Mining

Anil Kumar Mishra

Some Fixed Points Results in Cone Metric Spaces over Banach Spaces with Applications

YamineeVaishnav

Pursuing Course Work

Iti Sao

Pursuing Course Work


2019

Name Of The

Research Scholar

Topic / Title

Jagriti Chandra

Fixed point theorem for contraction Mapping in various metric spaces

Jaynendra Kumar Srivas

Iterative Algorithm for variation inequalities problem with applications

Kalpana Deshmukh

Iterative Approximation of Fixed Point for Nonlinear operators with Applications

Leena Rawte

Common Fixed Point theorems in Various Topological Spaces and its Applications


Rajesh Patel

Common Fixed Point Theorems with Applications

Shalini Gupta

Banach Fixed Point Theorem in Complete Metric Spaces and Complete Dualistic Partial Metric Spaces

Shraddha Rajput

Fixed Point  Theorems in Fuzzy Metric Spaces with Applications


2018

Name Of The

Research Scholar

Topic / Title

Md. Firoz Khan

On the Degree of Approximation for Various Positive Linear Operators

Narendra Kumar Kurre

A Study on Problems in the Theory of Approximation for Monotone Linear Operators

Shashi Thakur

Common Fixed Points Theorems in Various Types of Metric Spaces and its Applications

Kavita Sakure

A Study of Convergence of Various Iterative Algorithms for Nonlinear Mappings

Mamta Dubey

On order Estimates of  Variants of Bernstein type linear positive operators