Fidel Nemenzo: Difference between revisions
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Deputy Director for Facilities and Resources, Institute of Mathematics, UPD | Deputy Director for Facilities and Resources, Institute of Mathematics, UPD | ||
==Courses | ==Courses Taught== | ||
Undergraduate Level: College Algebra, Trigonometry, Calculus, Discrete Mathematics, Projective Geometry, Modern Geometries, Number Theory, Abstract Algebra (groups, rings, fields), Philosophy and Foundations of Mathematics, History of Mathematics, Ethical and Professional Issues in Computer Science , GE Mathematics, Mathematics in Japanese Culture; Science, Technology and Society (STS), C++ and FORTRAN Programming (Tokyo). | |||
Graduate Level: Algebraic Number Theory, Theory of Elliptic Curves, Algebraic Geometric Codes, Cryptography (for M.S. Computer Science), Theoretical Concepts of Cryptography (for M.S./PhD Math), Introduction to Algebraic Geometry and Computational Biology, Coding Theory, Digital Geometry, Geometry for Teachers (M.A. Math), Abstract Algebra for Teachers (M.A. Math). | |||
== Publications == | == Publications == | ||
Revision as of 14:27, 9 January 2015
Administrative Positions
Vice-Chancellor for Research and Development, UP Diliman
Associate Dean for Academic Affairs, College of Science, UPD
Coordinator, Science and Society Program, College of Science, UPD
Deputy Director for Academic Affairs, Institute of Mathematics, UPD
Deputy Director for Facilities and Resources, Institute of Mathematics, UPD
Courses Taught
Undergraduate Level: College Algebra, Trigonometry, Calculus, Discrete Mathematics, Projective Geometry, Modern Geometries, Number Theory, Abstract Algebra (groups, rings, fields), Philosophy and Foundations of Mathematics, History of Mathematics, Ethical and Professional Issues in Computer Science , GE Mathematics, Mathematics in Japanese Culture; Science, Technology and Society (STS), C++ and FORTRAN Programming (Tokyo).
Graduate Level: Algebraic Number Theory, Theory of Elliptic Curves, Algebraic Geometric Codes, Cryptography (for M.S. Computer Science), Theoretical Concepts of Cryptography (for M.S./PhD Math), Introduction to Algebraic Geometry and Computational Biology, Coding Theory, Digital Geometry, Geometry for Teachers (M.A. Math), Abstract Algebra for Teachers (M.A. Math).
Publications
Lecture/s
Math and GE:Why is Mathematics Part of Liberal Education?