Skip to main content
Admission 2019
apply for central counselling admission Filling Of Form documentation verification Pay Fees Confirm Admission
Notices
  1. Home
  2. Department
  3. Faculty Details

About Faculty

icon

Dr. Anindita Chakraborty

Associate Professor

aninditachakraborty@bitdurg.ac.in

Dr. Anindita Chakraborty

Employee ID
Date of Joining
Nature of Association
Department Applied Mathematics
Designation Associate Professor
Educational Qualification Ph. D.(Functional Analysis), M. Sc.(Mathematics), B. Sc.(Mathematics)
E-Mail aninditachakraborty@bitdurg.ac.in
Contact Number 218
Areas of Interest

Functional Analysis, Celestial Mechanics

Publications

    Papers in Journals

    Conferences paper (Full length)

    Books

    Book chapter

    National

    International

    National

    International

    01

    17

    07

    01

    01

    00

    Total: 18

    Total: 08

     

     

     

    (a). Research Papers Published (National/ International Journal)

    1. A. Chakraborty, R. P. Dubey, STRONG CONVERGENCE THEOREM FOR FIXED POINT OF NEARLY ASYMPTOTICALLY NONEXPANSIVE MAPPINGS, International Review of Pure and Applied Mathematics, Jan-Jun 2007, Vol. 3, No. 1, pp. 21-35.
    2. A. Chakraborty, R. P. Dubey, EQUIVALENCE OF MANN ITERATION, ISHIKAWA ITERATION AND G-ITERATION, The Mathematical Education, Dec 2009, Vol. XLIII, No. 4.
    3. Anindita Chakraborty, R. P. Dubey, A COMMON FIXED POINT THEOREM FOR A PAIR OF QUASI-NONEXPANSIVE AND NEARLY ASYMPTOTICALLY NONEXPANSIVE MAPPINGS, International J. of Math. Sci. & Engg. Appls. (IJMSEA), Vol.3, No. 1 (2009), 293-306.
    4. Anindita Chakraborty, R. P. Dubey, ITERATED FUNCTION SYSTEM ON QUASI-METRIC SPACE, International J. of Math. Sci. & Engg. Appls. (IJMSEA), Vol.3, no.II(2009), pp. 29-35.
    5. A. Chakraborty, R. P. Dubey, APPROXIMATION OF FIXED POINT OF NEARLY ASYMPTOTICALLY NONEXPANSIVE MAPPINGS, International Review of Pure and Applied Mathematics, July-Dec 2009, Vol. 5, No. 2, pp. 183-189.
    6. D. R. Sahu, A. Chakraborty, R. P. Dubey, A NEW ITERATED FUNCTION SYSTEM, Fractals vol.18,no.1(2010)139-144.(SCI)
    7. A. Chakraborty, A. Narayan, A. Shrivastav, Existence and stability of collinear points in elliptic restricted three body problem with radiating and oblate primaries, International J. of Advanced Astronomy, 4(2), 95-104(2016).
    8. A. Chakraborty, A. Narayan, Influence of Poynting-Robertson drag and oblateness on existence and Stability of collinear points in elliptic restricted three body problem, Journal of Applied Physical Science International, 8(1): 23-35, 2017.
    9. A. Narayan, A. Chakraborty, A. Dewangan, Pulsating Zero Velocity Surfaces and Fractal Basin of Oblate Infinitesimal in the Elliptic Restricted Three Body Problem, Few Body System, 59(3):43-56, 2018. (SCI)
    10. A. Narayan, A. Chakraborty, A. Dewangan, Existence of Resonance Stability of Triangular Equilibrium Points for an Oblate Infinitesimal in Elliptical Restricted Three Body Problem with Radiating Oblate Primaries, Modelling, Measurement And Control B, 86(3):609-626, 2018. (SCOPUS)
    11. A. Chakraborty, A. Narayan, Effect of Stellar Wind and Poynting–Robertson Drag on Photo gravitational Elliptic Restricted Three Body Problem, Solar System Research, 52(2): 168-179, 2018 (SCI-E, SCOPUS)
    12. A. Narayan, A. Chakraborty, A. Dewangan, Effect of the oblateness of the infinitesimal on existence and stability of out of plane equilibrium points in spatial elliptic restricted three body, International Journal of Pure and Applied Mathematics, 119(1): 153-166, 2018. (SCOPUS).
    13. A. Narayan, A. Chakraborty, A. Dewangan, Dynamics of Oblate Test Particle under the Influence of Oblate and Radiating Primaries in Elliptic Restricted Three Body Problem, Journal of Informatics and Mathematical Sciences, 10(1): 73-92, 2018. (ESCI)
    14. A. Narayan, A. Chakraborty, A. Dewangan, Influence of Poynting-Robertson Drag and Oblateness on Existence and Stability of Out of Plane Equilibrium Points in Spatial Elliptic Restricted three body problem, Journal of Informatics and Mathematical Sciences, 10(1): 55-72, 2018. (ESCI)
    15. A. Chakraborty A. Narayan, Bielliptic Restricted four body problem, Few Body System, 60(7): 2019.(SCI).
    16. A.Narayan, A.Chakraborty, A.Dewangan, Nonlinear Stability of Oblate Infinitesimal in Elliptic Restricted Three-Body Problem Influenced by the Oblate and Radiating Primaries, Advances in Astronomy, Article ID 9480764,14 pgs 2019.(SCI(E))
    17. A.Chakraborty, A.Narayan, A new version of restricted four body problem, New Astronomy, 70,  43-50, 2019.(SCI).
    18. A. Narayan, A. Chakraborty, A. Dewangan , Resonance stability of triangular equilibrium of an oblate infinitesimal in planar elliptical Restricted three body problem, Modelling, Measurement And Control B, 2019.(SCOPUS).

    (b). Full length paper in proc. of International / National Conferences

    1. D. R. Sahu, A. Chakraborty, R. P. Dubey, ON THE PROBLEM OF APPROXIMATION OF FIXED POINT FOR NEARLY ASYMPTOTICALLY NONEXPANSIVE MAPPINGS, International Seminar on the foundation of Mathematical Analysis & Geometry, Dec 12-14 2007, Sesquicentennial Celebrations (1857-2007), University of Calcutta, India.
    2. A. Chakraborty, R. P. Dubey,  ON AN PROBLEM OF APPROXIMATION OF FIXED POINT FOR NEARLY ASYMPTOTICALLY NONEXPANSIVE MAPPINGS, BITCON-2007, National conference on recent trends of Maths in Science &Technology, BIT, Bhilai, India, 16-17 March 2007.
    3. A. Chakraborty, R. P. Dubey, SOME COLORING ALGORITHMS, BITCON-2008, 2007, National conference on recent trends of Maths in Science &Technology, BIT, Bhilai, India, Nov 7-8 2008.
    4. A. Chakraborty, R. P. Dubey, ITERATED FUNCTION SYSTEM FOR KANNAN MAPPING, AICON’09 National conference, 6-8TH Feb 2009, CSIT, Bhilai, India.
    5. A. Chakraborty, Study of Pseudo contractive mapping with G-iteration, BITCON-2013, Bhilai, India.
    6. A. Chakraborty, Some basic theorems of Iterated Function System, National Conference on emerging research trends in mathematics and computational, BITCON-2015, Feb 20-21, 2015.
    7. Application of fixed point theorems in Fractals, National Conference on application of mathematics in science and engineering, Mar 10-11, 2016, BIT Durg.
    8. A. Chakraborty, Effect of Poynting-Robertson drag and oblateness on existence and stability of triangular points in elliptic restricted three body problem, Challenges in mathematics for the development of science and technology, BITCON-2017, Mar 28, 2017.

    Books Authored

    S. No.

    Name of Book

    Co-authors

    Publisher

    Year of Publication

    1.

    Lipschitzian and Non-Lipschitzian mappings-Study of Lipschitzian and non-Lipschitzian  mappings and Application in Fractal Theory

    Prof. R. P. Dubey

    Lambert Academic Publishing, GmbH & Co.KG, Germany

    2011

    STTP/Workshop

    1. ISTE STTP On pedagogy for effective use of ICT in Engineering Education, organized by IIT Bombay, 5-31 Jan 2015.
    2. National level workshop on general relativity and cosmology, Dept of Mathematics, Kalyan P.G. College, Bhilai Nagar, Chattisgarh, Feb 8-9, 2016.
    3. Professional Development Programme, Dynamical systems: Theory and applications(DSTA-2017), Dept. of Mathematics, Indian Institute of Technology(ISM), Dhanbad, Jharkhand, May 8-12, 2017.

     

Other Info.

Other Responsibilities:



Felowship/Awards/Other recognitions:

    List of National/International Workshop/STTP/FDP Attended 

     

    Title

    No. of Days

    Organization

    Duration

    1

    Professional Development Programme, Dynamical systems: Theory and applications(DSTA-2017)

    5

    IIT (ISM) Dhanbad

    May 8-12, 2017

    2

    National level workshop on general relativity and cosmology(2016)

    2

    Kalyan PG College, Chattisgarh

    Feb 8-9, 2016

    3

    ISTE STTP On pedagogy for effective use of ICT in Engineering Education

    2 weeks

    IIT, Bombay

    5-31 Jan 2015

    4

    Faculty Development Program(A Foundation programme on Data Science)

    02

    BIT, Durg

    13th-14th  Oct. 2017