Differential & Integral Calculus, Lec 15, Math 31A, UCLA

Course Description:
Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration.
About the Professor:
Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul

Differential & Integral Calculus, Lec 16, Math 31A, UCLA

Course Description:
Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration.
About the Professor:
Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul

Differential & Integral Calculus, Lec 17, Math 31A, UCLA

Course Description:
Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration.
About the Professor:
Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul

Differential & Integral Calculus, Lec 18, Math 31A, UCLA

Course Description:
Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration.
About the Professor:
Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul

Differential & Integral Calculus, Lec 19, Math 31A, UCLA

Course Description:
Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration.
About the Professor:
Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul

Differential & Integral Calculus, Lec 20, Math 31A, UCLA

Course Description:
Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration.
About the Professor:
Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul

Differential & Integral Calculus, Lec 21, Math 31A, UCLA

Course Description:
Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration.
About the Professor:
Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul

Differential & Integral Calculus, Lec 22, Math 31A, UCLA

Course Description:
Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration.
About the Professor:
Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul

Differential & Integral Calculus, Lec 23, Math 31A, UCLA

Course Description:
Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration.
About the Professor:
Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul

Differential & Integral Calculus, Lec 24, Math 31A, UCLA

Course Description:
Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration.
About the Professor:
Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul

Differential & Integral Calculus, Lec 25, Math 31A, UCLA [Finished]

Course Description:
Math 31A is a course that provides insight into differential calculus and applications as well as an introduction to integration.
About the Professor:
Steve Butler is a NSF Postdoctoral Scholar and Assistant Adjunct Professor of the UCLA Department of Mathematics. He received his Ph. D. from UCSD in June of 2008 and has been at UCLA since the Fall of 2008 (where he will be staying for a total of three years). His area of research consists of Combinatorics as well as particul

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