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Results for: 'Introduction to Public Health video'

6:45

CS125 - Symbols and Languages

By: rdasari

This video is a supplement for students who are reading "Introduction To The Theory Of Computation" by Michael Sipser. I took the liberty of using the terminology from the textbook.

10:12

CS125 - Formal Definition of DFA

By: rdasari

This video is a supplement for students who are reading "Introduction To The Theory Of Computation" by Michael Sipser. I took the liberty of using the terminology from the textbook.

7:04

CS125 - Regular Languages Closed under Complement

By: rdasari

This video is a supplement for students who are reading "Introduction To The Theory Of Computation" by Michael Sipser. I took the liberty of using the terminology from the textbook.

11:30

CS125 - Regular Languages Closed under Intersection and Union

By: rdasari

This video is a supplement for students who are reading "Introduction To The Theory Of Computation" by Michael Sipser. I took the liberty of using the terminology from the textbook.

11:37

Introduction to the Cell

By: tpritcha

This video includes a definition of bio-conversions, discussion of the Cell Theory of Life as well as the difference between Eukaryotes, Prokaryotes as well as quick mention of Prions.

4:17

CS125 - Formal Definition of NFA

By: rdasari

This video is a supplement for students who are reading "Introduction To The Theory Of Computation" by Michael Sipser. I took the liberty of using the terminology from the textbook.

21:09

Introduction to Carbohydrates Through Disaccharides

By: tpritcha

This video includes a discussion of CHO's in general through a discussion of mono and di saccharides

8:48

CS125 - NFA DFA Equivalence

By: rdasari

This video is a supplement for students who are reading "Introduction To The Theory Of Computation" by Michael Sipser. I took the liberty of using the terminology from the textbook.

8:05

Introduction to proofs PHIL 013AB

By: mcweiner

A video on what proofs are, which explains the concept of simple derivation, and how to do proofs with one proof rule, Modus Ponens.