Contact Information
Mutiara Sondjaja
257 Rhodes Hall
Cornell University
Ithaca, NY, 14853
ms999 at cornell.edu
Research
Research Interests
My main research interests are in mathematical programming and continuous optimization. In my thesis research, I study the convergence properties of a new interior-point algorithm for linear and semidefinite programming.
More broadly, I am interested in applying optimization and computational methods to problems that arise from real applications and from other disciplines.
Technical Reports
- A quadratic cone relaxation-based algorithm for linear programming, Dissertation, Cornell University, August 2014. Advised by James Renegar
- Towards a proof of Mansour's conjecture on the Fourier analysis of boolean functions, Technical Report, Microsoft Research, Bangalore, India, August 2008. Advised by Satya Lokam.
- Sperner's Lemma implies Kakutani's Fixed Point Theorem, Senior Thesis, Harvey Mudd College, May 2008. Advised by Francis Su.
- A cubical antipodal theorem, Claremont REU, August 2007. With Kyle Kinneberg, Aaron Mazel-Gee, and Francis Su.