Probability for Life Science, Lecture 20, Math 3C, UCLA

A math course for life science majors covering elementary probability, probability distributions, random variables, and limit theorems.

Lecturer: Herbert Enderton, Ph.D., Harvard University. Dr. Enderton is Logic Colloquim Chairman for the UCLA Logic Center -- http://www.logic.ucla.edu/.

UCLA course Probability for Life Science, Math 3C, Fall 2008

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ABOUT UCLA MATH:
The American Mathematical Society honored UCLA's math department and its "first-rate faculty of internationally recognized mathematicians" with the 2007 Award for an Exemplary Program or Achievement in a Mathematics Department.

UCLA's department is "an outstanding model of all that a mathematics department can be," the society declared.

The society said UCLA's created "a comprehensive vision for its undergraduate, graduate, and postdoctoral training programs that involves important interactions with the Institute for Pure and Applied Mathematics (IPAM) at UCLA, which is funded by the National Science Foundation (NSF). Through these unusually large training programs, UCLA has become one of the biggest pipelines to mathematical careers in the United States."

IPAM strengthens the ties between mathematics and the other sciences and helps train a new generation of interdisciplinary mathematicians and scientists. More than 1,000 scholars a year participate in programs that bring together mathematicians and scientists from the fields of biology, the physical sciences, medicine, engineering and others, as well as from industry and national laboratories.

http://www.math.ucla.edu/

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[TheFractalnature]

Lecture on Normal Distribution and use of standard normal distribution to solve related problems.

[vayunandu]

what is the textbook for it?

[DoubleDutchBust]

2:36pm Friday (PDT) - Time in California, United States of America

[mindbodyhealer]

I'm sorry to inform you that your education is out on a limb, when it comes to the concepts of interdisciplinary. The root and pinnacle of that education is based on the teachings of the incarnated genius of the fine arts and the philosophy of aesthetics.