ଜାତୀୟ ବିଜ୍ଞାନ ଶିକ୍ଷା ଏବଂ ଗବେଷଣା ପ୍ରତିଷ୍ଠାନ
ପରମାଣୁ ଶକ୍ତି ବିଭାଗ, ଭାରତ ସରକାରଙ୍କ ଏକ ସ୍ବୟଂଶାସିତ ପ୍ରତିଷ୍ଠାନ

राष्ट्रीय विज्ञान शिक्षा एवं अनुसंधान संस्थान
परमाणु ऊर्जा विभाग, भारत सरकार का एक स्वयंशासित संस्थान

National Institute of Science Education and Research
AN AUTONOMOUS INSTITUTE UNDER DAE, GOVT. OF INDIA

 

Nabin Kumar Jana

Reader - F
 
 

nabinjananiser.ac.in
+91-674-2494090

  • Doctor of Philosophy : From Indian Statistical Institute, Kolkata, India in 2008
  • Master of Science : From Department of Pure Mathematics, University of Calcutta, Kolkata, India in 2000
  • Bachelor of Science : From Ramakrishna Mission Vidyamandira, Howrah, India in 1998 with Mathematics as Honours subject

Probability Theory

Post-doc fellowship from Hausdorff Center for Mathematics, Bonn, Germany from November, 2008 to October, 2009.

  1. Absolutely compatible pairs in a von Neumann algebra (2019)EJLA Vol.35, DOI:https://doi.org/10.13001/ela.2019.5165 (with Anil K. Karn, Antonio M. Peralta)

  2. Contractive linear preservers of absolutely compatible pairs between C* algebras (2019)RACSAM, DOI: https://doi.org/10.1007/s13398-019-00653-0(with Anil K. Karn, Antonio M. Peralta)

  3. Absence of first order transition in the random crystal field Blume–Capel model on a fully connected graph, (2017) J. Phy. A: Math. and Theo.Vol. 50, No. 1 DOI: 10.1088/1751-8113/50/1/015003 (with Sumedha)
  4. Generalized Random Energy Model II, (2007) J. Stat. Phys.(127) DOI: 10.1007/s10955-007-9288-y (with B. V. Rao)
  5. Generalized Random Energy Model, (2006) J. Stat. Phys.(123) DOI: 10.1007/s10955-006-9043-9 (with B. V. Rao)

Disordered systems pops up quite often in physics (spin glass), biology (artificial neural network), social sciences (matching) and many other places. To analyze, usually these systems are identified with the stochastic models. My user research interest is on the application of probabilistic tools to analyze these stochastic models.

  • 2018-19:

    • Even: M206: Probability Theory
    • Odd: M603: Analysis I

    2017-18:

    • Even: M301: Lebesgue Integration
    • Odd: M201: Real Analysis

    2016-17:

    • Summer: M102: General mathematics II
    • Even: M206: Probability Theory
    • Odd: M455: Introduction to Stochastic Processes
    2015-16:
  • 2014-15:
  • 2013-14:
    • Summer: M101: General Mathematics I
    • Even: M206: Probability Theory
    • Odd: M455: Advanced Probability and Stochastic Processes
  • 2012-13:
    • Summer: M102: General Mathematics II
    • Even: M206: Probability Theory & M305: Statistics
    • Odd: M101: General Mathematics I
  • 2011-12:
    • Even: M206: Probability Theory
    • Odd: M455: Advanced Probability and Stochastic Processes