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Himalaya Senapati

Here is a pdf copy of my CV and Research statement .

Education

Chennai Mathematical Institute, Chennai, India (2010-present)

Papers

  1. Classical three rotor problem: periodic solutions, stability and chaos, G. S. Krishnaswami and H. Senapati, Chaos 29 (12), 123121 (2019) (Editor's pick, Featured article). doi:10.1063/1.5110032, arXiv:1811.05807 [nlin.CD].

  2. Stability and chaos in the classical three rotor problem, G. S. Krishnaswami and H. Senapati, Indian Academy of Sciences Conference Series 2(1),139-143 (2019). arXiv:1810.01317 [nlin.CD].

  3. Curvature and geodesic instabilities in a geometrical approach to the planar three-body problem, G. S. Krishnaswami and H. Senapati, J. Math. Phys. 57, 102901 (2016) (Featured Article). doi:10.1063/1.4964340, arXiv:1606.05091 [math-phys].

Expository

  1. An introduction to the classical three-body problem: From periodic solutions to instabilities and chaos, G. S. Krishnaswami and H. Senapati, Resonance 24, 87-114 (2019). doi:10.1007/s12045-019-0760-1, arXiv:1901.07289 [nlin.CD].

Chapters

Three chapters in "Eighteen Essays in Non-Euclidean Geometry", Eds. V. Alberge and A. Papadopoulos, European Mathematical Society Publishing House, Zurich (2019):
  1. On a theorem of Lambert: Medians in spherical and hyperbolic geometries, H. Senapati, 57-65. doi:10.1063/1.4964340.

  2. Inscribing a triangle in a circle in spherical geometry, H. Senapati, 67-79. doi:10.1063/1.4964340.

  3. Monotonicity in spherical and hyperbolic triangles, H. Senapati, 81-91. doi:10.1063/1.4964340.

Preprints

  1. Ergodicity, mixing and recurrence in the three rotor problem, G. S. Krishnaswami and H. Senapati, e-print arXiv:1910.04455 (2019).

Awards and Honors

Travel grants

Schools and Workshops

Talks

Past Research Experience

Others


Chennai Mathematical Institute.

Phone:

Email:

 

+91-8280549937

himalay@cmi.ac.in

himalay.senapati@gmail.com


Last modified: January 02, 2020