GRADUATE COURSES AT OTHER UNIVERSITIES (MIR, Bombay University, TIFR, MSU, CALTECH, NYU, SU, UIUC)

Combinatorial Analysis, CALTECH (a three term graduate course, during > (1987--88) (Text: Marshall Hall, {\it Combinatorial theory.})

Algebraic Geometry, CALTECH (a three term graduate course, during 1988--89),
{\it Text: {\it Algebraic Geometry}, by Hartshorne)}

Function Fields and Codes) MRI Second Semester, 1995--96

Topics in Coding Theory: (Introduction to Coding Theory; Finite Field Theory)

Algebra (MRI, Fall 1993--94) Algebra Spring 1994-1995: H. Janwa/A. Lal)

Basic Theory of Finite Fields (supplementary Course for {\it Topics in Coding Theory}, SU, Spring Semester1984)

Commutative Algebra (One year M.Phil course, Univ. of Bombay, 1991--92);


Numerical Analysis (Univ. of Bombay, one year course, 1991--92);
Numerical Analysis (MSU, one Term 1990)


Commutative Algebra (Bombay Univ., one year course 1991-1992)

Function Fields and Codes (MRI, Fall 1994) and

Algebraic Geometry and Coding Theory, (MRI, Second Semester, 1994),
Topics in Coding Theory, (UPR, 1999)

Topics in Complexity Theory, (John Ramirez, UPR, Fall 1994.)

Artificial Intelligence, (UPR, James Irrizary, 1999)

{TEACHING ASSISTANT}


Topics in Coding Theory (SU, one Semester);
Formal Languages (SU, Summer course for
IBM Trainees at Pukpsee),

Automata Theory and Formal Languages (SU, for IBM Trainees);

Design and Analysis of Algorithms (SU, one Semester);

Sorting and Searching Algorithms (SU, one summer);