KASHYAP RAJEEVSARATHY

INDIAN INSTITUTE OF SCIENCE EDUCATION AND RESEARCH BHOPAL





CONTACT INFORMATION

Kashyap Rajeevsarathy
Department of mathematics,
IISER Bhopal,
ITI (Gas Rahat) Building,
Govindapura, Bhopal 462 023, India.
E-Mail: kashyap@iiserb.ac.in
Phone: +91-755-4092325
Fax: +91-755-4092392

ACADEMIC PROFILE

  • Assistant Professor (Sep 2011 - ), Mathematics, Indian Institute of Science Education and Research, Bhopal, India.
  • Ph.D. Mathematics (Aug 2005 - July 2011), University of Oklahoma, Norman, USA.

    Click on the link below to view my resume.
    Resume

    RESEARCH

    My research interests are in low-dimensional topology and geometric topology (in dimensions 2 and 3), particularly mapping class groups and group actions on surfaces. Currently, my research centers around completely understanding and classifying the roots and fractional powers of Dehn twists about separating and nonseparating curves.

    PAPERS
  • D. McCullough and K. Rajeevsarathy, Roots of Dehn twists, Geometriae Dedicata, 151:397-409, 2011.
  • K. Rajeevsarathy, Roots of Dehn twists about separating curves, arXiv:1104.0968v1 [math.GT].
  • K. Rajeevsarathy, Fractional powers of Dehn twists, in preparation.

    • Click on the link below to view my research statement.
    Research Statement

    TEACHING

    CURRENT
    MTH 102: Linear Algebra

    PAST (IISER Bhopal)
    COURSE SEMESTER
    MTH 305: Foundations of Mathematic and Elementary Number Theory I, 2011-12
    MTH 101: Calculus of One Variable I, 2011-12





    PAST (University of Oklahoma)
    COURSE SEMESTER
    MATH 2443: Calculus IV Summer 2011
    MATH 1823: Calculus I Spring 2011
    MATH 1523: Precalculus and trigonometry Fall 2010
    MATH 1523: Precalculus and trigonometry Spring 2010
    MATH 2423: Calculus II discussion section Fall 2009
    MATH 1643: Precalculus for business Spring 2009
    MATH 1643: Precalculus for business Fall 2008
    MATH 1823: Calculus I discussion section Fall 2007
    MATH 1823: Calculus I discussion section Fall 2006













    MATH LINKS

    LINKS TO NOTES IN TOPOLOGY
  • Complex of curves (by Saul Schleimer)
  • Geometry and 3-manifolds (by Walter D. Neumann)
  • The geometries of 3-manifolds (by Peter Scott)
  • Basic 3-manifold topology (by Allen Hatcher)
  • The geometries of 3-manifolds (by Peter Scott)
  • The geometry and topology of 3-manifolds (by William Thurston)
  • The equivalence of measured foliations and measured laminations (Class Project)

    • LINKS TO BOOKS IN TOPOLOGY
  • Algebraic Topology (by Allen Hatcher)

    • OTHER MATH LINKS
  • Low-dimensional Topology
  • Math Genealogy Project
  • The fields medal
  • Math arXiv
  • MathSciNet