Omprokash Das

 
 

My area of interest is Algebraic Geometry. I am mainly interested in the Birational Geometry of algebraic varieties, namely, the Minimal Model Program and the singularities of the MMP in characteristic 0 and p.


Currently I am working on my thesis under the supervision of  Prof. Christopher Hacon with expected graduation date Spring 2015.

 

Address:

Department of Mathematics

University of Utah

155 S 1400 E

Salt Lake City

Utah 84112


Office: JWB 332

Email: das@math.utah.edu



  1. ★  CV

  2. ★  Research Statement

  3. ★  Teaching Statement





Current Teaching:

  1. ★ Calculus I (Math 1210-007) Fall 2014.


Past Teaching:

  1. ★  Calculus I (Math 1210-003) Spring 2014.

  2. ★  Quantitative Analysis (1100-002) Summer 2013.

  3. ★  College Algebra (1050-05) Fall 2012.

  4. ★  Trigonometry (1060-02) Fall 2011.

  5. ★  Quantitative Analysis (1100-02) Summer 2011.

  6. ★  Quantitative Analysis (1100-03) Spring 2011.

  7. ★  Quantitative Reasoning (1030-06) Fall 2010.

Research Interest

Publications

  1. ★ On Strongly F-regular Inversion of Adjunction, http://arxiv.org/abs/1310.8252.

  2. ★ On the Adjunction Formula for 3-folds in Characteristic p>5, jointly with Christopher Hacon, http://arxiv.org/abs/1505.05903.