मालवीय राष्ट्रीय प्रौद्योगिकी संस्थान जयपुर (राष्ट्रीय महत्व का संस्थान)
Malaviya National Institute of Technology Jaipur (An Institute of National Importance)
Department of Mathematics
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17

Journal Publications

1

Research Projects

3

PhD Research Supervised

1

Awards & Honours

Qualifications
  • Ph.D.(Mathematics) from Indian Institute of Technology Delhi(2014)
    M.Sc.(Mathematics) from Indian Institute of Technology Delhi(2010)
    B.Sc.(PCM) from Punjabi University Patiala(2008)
Research Interests

Set-Theoretic Topology, Topology and Functional Analysis.

Brief Research Profile

My main research interest in topology is to study different kinds of convergences of sequences (nets) of continuous functions that may or may not preserve the continuity of the limit function. This is normally done by defining a suitable topology on the space of functions between topological spaces. In the process, many algebraic and functional analytic objects naturally arise. I am also interested in studying classical functional analytic objects such as locally convex spaces and their duals.

  • Advanced Functional Analysis
  • Discrete Mathematical Structures
  • Discrete Mathematical Stuctures
  • Discrete Mathematics
  • Functional Analysis
  • General Topology
  • Linear Algebra and Theory of Matrics
  • Mathematics I
  • Mathematics II
  • Measure Theory
  • Multivariable Calculus
  • Number Theory
  • Real Analysis
  • Topology

    2024
  • Akshay Kumar and Varun Jindal, "Reflexive extended locally convex spaces" , Journal of Mathematical Analysis and Applications (Elsevier) Volume :540 / 128559 / 2024 DOI: https://doi.org/10.1016/j.jmaa.2024.128559
  • Akshay Kumar and Varun Jindal, "Extended locally convex spaces: Barreledness, equicontinuity and Banach-Steinhaus theorem" , Topology and Its Applications (Elsevier) Volume :348 / 108890 / 2024 DOI: https://doi.org/10.1016/j.topol.2024.108890
    • 2023
  • Akshay Kumar and Varun Jindal, "Dual of an extended locally convex space" , Journal of Mathematical Analysis and Applications (Elsevier) Volume :527 / 127474 / 2023 DOI: https://doi.org/10.1016/j.jmaa.2023.127474
  • T. K. Chauhan and V. Jindal, "Clopen linear subspaces and connectedness in function spaces" , Rocky Mountain Journal of Mathematics (Rocky Mountain Mathematics Consortium) Volume :53 (5) / / 2023 DOI: https://doi.org/10.1216/rmj.2023.53.1415
  • Akshay Kumar and Varun Jindal, "The finest locally convex topology of an extended locally convex space" , Topology and Its Applications (Elsevier) Volume :326 / / 2023 DOI: https://doi.org/10.1016/j.topol.2022.108396
    • 2022
  • Tarun Kumar Chauhan and Varun Jindal, "Strong Whitney and Strong Uniform Convergences on a Bornology" , Journal of Mathematical Analysis and Applications (Elsevier) Volume :505 / 1-16 / 2022 DOI: https://doi.org/10.1016/j.jmaa.2021.125634
  • Tarun Kumar Chauhan and Varun Jindal, "The largest topological ring of functions endowed with the m-topology" , Applied General Topology (Universidad Politecnica De Valencia Spain) Volume :23 / / 2022 DOI: https://doi.org/10.4995/agt.2022.17080
  • Tarun Kumar Chauhan, Varun Jindal, "Strong Whitney Convergence on Bornologies" , Filomat (University of Nis) Volume :36 / 2427-2438 / 2022 DOI: https://doi.org/10.2298/FIL2207427C
  • Tarun Kumar Chauhan, Varun Jindal, "Cardinal Functions, Bornologies and Strong Whitney convergence" , Bulletin of the Belgian Mathematical Society - Simon Stevin (The Belgian Mathematical Society) Volume :29 / 491-507 / 2022 DOI: https://doi.org/10.36045/j.bbms.220204
    • 2020
  • V. Jindal and A. Jindal, "CONNECTEDNESS OF THE FINE TOPOLOGY" , Topology Proceedings (Auburn University ) Volume :55 / 215-226 / 2020
    • 2019
  • A. Jindal and V. Jindal, "THE REGULAR TOPOLOGY ON C(X, Y )" , Acta Mathematica Hungarica (Springer) Volume :158 / 1-16 / 2019
    • 2017
  • A. Jindal, V. Jindal, S. Kundu and R.A. McCoy, "Completeness properties of the open-point and bi-point-open topologies on C(X)" , Acta Mathematica Hungarica (Springer) Volume :153 / 109-119 / 2017
  • L. Hola and V. Jindal, "On Graph and Fine Topologies" , Topology Proceedings (Auburn University) Volume :49 / 65-73 / 2017
    • 2016
  • V. Jindal and S. Kundu, "Nuclear and reflexive properties of some locally convex topologies on C(X)" , BUMI (Springer) Volume :8 / 315-320 / 2016
    • 2014
  • V. Jindal and S. Kundu, "Topological and Functional Analytic Properties of the Compact-Gdelta-Open Topology on C(X)" , Topology and Its Applications (Elsevier) Volume :174 / 1-13 / 2014
  • Varun Jindal, R. A.McCoy and S. Kundu, "Path Components in the Uniform Spaces of Continuous Functions Into a Normed Linear Space" , Topology Proceedings (Auburn University, Auburm, Albama, USA) Volume :43 / 19-27 / 2014
    • 2013
  • R. A. McCoy, Varun Jindal and S. Kundu, "Homeomorphism Spaces under Uniform and Fine Topologies" , Houston Journal of Mathematics (University of Houston, Houston, Texas, USA) Volume :39 / 1051-1066 / 2013

  • Reference Book, "Function Spaces with Uniform, Fine and Graph Topologies" ISBN:2191-8198 published by - Springer Year: 2018 authors- R.A. McCoy, S. Kundu and V. Jindal

Level Type Collaborator Organization Year
InternationalPublication: 
1Slovak Academy of Sciences, Bratislava, Slovakia2016

                

                  
                

                

                  

                    
  • International level Workshop on Trends in Analysis and Topology at MNIT Jaipur, Jaipur, India from 08-09-2022 to 12-09-2022

                

                  
                

                

                  

                    
    Awarded
  • Akshay Kumar on Extended Locally Convex Spaces Year - 2024
  • Tarun Kumar Chauhan on Strong Whitney Convergence on Bornology Year - 2023
    • Ongoing
  • Yogesh Kumar Agarwal on Hyperspaces Year - 2021

                

                  
                

                

                  

                    
    2023-2024
  • Pooja Meena on Bornologies on Metric Spaces Year - 2023-2024 (Completed)
  • Daulat Swami on Completeness Notions of metric spaces Year - 2023-2024 (Completed)
  • Laiya Savan Dipakbhai on Uniform Spaces Year - 2023-2024 (Completed)
    • 2022-2023
  • Chanchal Malik on Polar Topologies for Locally Convex Spaces Year - 2022-2023 (Completed)
  • Meetkumar H. Shyara on The Theory of Distributions Year - 2022-2023 (Completed)
    • 2021-2022
  • Ankur Upadhyay on Baire One Functions Year - 2021-2022 (Completed)
  • Manju on Types of Convergences Which Preserve Continuity  Year - 2021-2022 (Completed)
  • Pooja on Topological-Algebraic Structures Year - 2021-2022 (Completed)
    • 2020-2021
  • Akanksha Sharma on Regulated Functions Year - 2020-2021 (Completed)
  • Sumit Bansal on Real Valued Lipschitz Function and Metric Properties of Functions Year - 2020-2021 (Completed)
  • Yogesh Agarwal on Limits of Nets of Continuous and Semi-Continuous Functions Year - 2020-2021 (Completed)
    • 2019-2020
  • KRITIKA GUPTA on EXTENDED REAL-VALUED METRIC SPACES Year - 2019-2020 (Completed)
  • IKJOT KAUR on VARIOUS FORMS OF CONVERGENCES OF SEQUENCES OF FUNCTIONS Year - 2019-2020 (Completed)
  • Aastha Rani Bansal on Graph Coloring and Matching Year - 2019-2020 (Completed)
    • 2018-2019
  • Charmi Lakhara on Transformation Geometry  Year - 2018-2019 (Completed)
  • Swati on Theory of Matrices and Its Applications Year - 2018-2019 (Completed)
  • SANJAY RAMAN on A STUDY OF COMPLEX INTEGRATION Year - 2018-2019 (Completed)
  • SACHIN KUMAR MISHRA on CANONICAL FORMS Year - 2018-2019 (Completed)
  • JYOTI on AXIOM OF CHOICE, ZORN'S LEMMA AND THEIR APPLICATIONS Year - 2018-2019 (Completed)
    • 2017-2018
  • NITIN on POLYNOMIALS OVER FINITE FIELDS Year - 2017-2018 (Completed)
  • Rishu Mittal on A BRIEF STUDY OF CLEAN RINGS AND ITS RELATIVES Year - 2017-2018 (Completed)
  • Harshna Balhara on AN INTRODUCTION TO GALOIS THEORY Year - 2017-2018 (Completed)
  • GAJENDER YADAV on METRIZABILITY OF BORNOLOGICAL UNIVERSES Year - 2017-2018 (Completed)
    • 2016-2017
  • Anil Kumar on Atsuji Spaces Year - 2016-2017 (Completed)
    • 2015-2016
  • Aditi Saharan on URYSOHN METRIZATION THEOREM Year - 2015-2016 (Completed)

                

                  
                

                

                  

                    

                      
                          

                              Title
                              Total Outlay
(In Lacs)		
                              Year
                              Funding Agency
                              Role
                          

                      
                      
Study of Various Structures of Spaces of Continuous Functions2.962020-2023National Board for Higher Mathematics (NBHM) Department of Atomic Energy, Govt of IndiaPI

                

                  
                

                

                  

                    
  • DPGC Convener in MNIT Jaipur from - 06-08-2021 to Till Date
  • Faculty In Charge, Student Mentorship Programme  in MNIT Jaipur from - 22-03-2021 to 09-10-2022
  •  Department Faculty Incharge (Ranking)  in MNIT Jaipur from - 12-12-2020 to 16-07-2022
  • Time Table In Charge in MNIT Jaipur from - 20-09-2020 to 05-07-2022
  • DUGC Convener in MNIT Jaipur from - 13-06-2018 to 03-07-2020
  • DFB Secretary in MNIT Jaipur from - 16-08-2015 to 17-06-2019

                

                  
                

                

                  

                    
  • Distinction in Doctoral Research for Research given by IIT Delhi Year - 2016 

                

                  
                

                

                  

                    

                      
                          

                              SNo.
                              Type
                              Title
                              Event
                              Place
                              Schedule
                          

                      
                      
1TalkResources in Mathematics in the fields of Topology, Measure Theory, Real and Functional Analysis and CalculusVirtual Workshop on Collating Mathematics Resources for Teachers in Higher EducationNIEPA, New Delhi.Oct-2020