Teaching and other educational activities
Felipe Voloch

Course web pages

• M 380 D Algebra Spring of '97.
• M 390 C p-adic numbers Fall of '97.
• M 390 C Applied Number Theory Fall of '98.
• M 343 K Introduction to Algebraic Stuctures Fall of '98.
• M 375 Mathematics of Information Transmission Spring of '99.
• M 380 C Algebra Fall of '99.
• M 390 C Differential Algebra Spring of 2000.
• M 343 L, Applied Number Theory (Public-Key Cryptography) Fall of 2000.
• M 390 C, Topics in Algebra, Equations over finite fields Spring of 2001.
• M 343 L, Applied Number Theory (Public-Key Cryptography) Fall of 2001.
• M 380 D Algebra Spring of 2002.
• M 390 C, Topics in Algebra, Combinatorics and Discrete Mathematics Fall of 2002.
• M375 Applications of Finite Fields and Error-correcting codes Spring of 2003.
• M 390 C, Topics in Algebra, Exponential sums Fall of 2003.
• M 325 K, Discrete Mathematics Spring of 2004.
• M 390 C Algebraic Number Theory Fall of 2004.
• M 373 K Algebraic Structures Spring of 2005.
• M 375 Computational Number Theory (REU, part of the department's VIGRE program) Summer of 2005.
• M 380 C Algebra Fall of 2005.
• M 390 C Algorithms for Finite Fields Fall of 2006.
• M328K, Number Theory Spring of 2007.
• M343L, Applied Number Theory (Cryptography) Fall of 2007.
• M390, Diophantine Geometry Spring of 2008.
• M343L Applied Number Theory (Cryptography) Fall of 2008.
• M390C Algebraic Geometry Spring of 2009.
• M343L Applied Number Theory (Cryptography) Fall of 2009.
• M390C Elliptic curves, Modular curves and Modular forms Spring of 2010.
• M343L Applied Number Theory (Cryptography) Fall of 2010.
• CS395T, EE381V, M390C Coding Theory Fall of 2010.
• Diophantine Geometry at IMPA Aug-Nov 2011.
• M328K, Number Theory Spring of 2012.
• CS395T, EE381V, M390C Coding Theory Fall of 2012.

Math Overflow

Videos

• Lectures on diophantine geometry (in Portuguese) IMPA website or youtube.
• Talk on adelic dynamics ICERM website.
• Talk on error-correcting codes UT website.

Slides of talks

• Local-Global principles for integral points on curves
• Anabelian geometry and descent obstructions on moduli spaces

Current graduate students

• Jen Berg

Former graduate students

• Amilcar Pacheco, Ph.D. 1989.
• Jorge Oswaldo Gomes Aarão, M.Sc., 1989.
• Antonios Broumas, Ph.D. 1995.
• Tae Wan Park, M.Sc. 1996.
• Cong Kang, Ph.D. 1999.
• Sangtae Jeong, Ph.D. 1999.
• Luis Renato Abib Finotti. Ph.D. 2001.
• Ana R. B. Neira Ph.D. 2002
• Aby Bentata Goldenberg, M.Sc., 2004.
• Francisco Portillo, Ph.D. 2004.
• David Jedlicka, Ph.D. 2006.
• Marcos Zarzar, Ph.D. 2006.
• Laura Hitt, Ph.D. 2007.
• Brendan Younger, M.Sc., 2007.
• Rohit Ghosh, Ph.D. 2007.
• Petar Ivanov, M.Sc., 2008.
• Herivelto Borges Filho, Ph.D. 2009.
• Pippa Charters,Ph.D. 2009.
• Ricardo Conceição, Ph.D. 2009.
• James Jones, M.Sc. 2010.
• Chia-Liang Sun, Ph.D. 2011.

Senior undergraduate theses

• Nick Gurski: Differentials of second kind in characteristic p.
• Matt Carlin: Some curves with many points (the results of the thesis are part of the following paper).