Welcome To
"Come because you have to, stay because you can!"
If any lectures appear to be missing from this website, you will likely find them
on youtube channel: Arkady Etkin.
Math 1311 Thinking Mathematically
Math 150 Calculus I
Math 155 Calculus II
Math 250 Calculus III
Math 351 Analysis
Math 352 Analysis II
Math 742 Complex Variables
Real Analysis Qual Study Questions
Stat 311 Probability Theory
Syllabi
Comments Section Video Resources
Math 250 (Calculus III) full lecture videos
Complex Variable full lecture videos 1 through 15
Complex Variable full lecture videos 16 through 24
Topics in Analysis I: full lecture videos [1 through 10] & [11 through 20] - --- NEW!! (..relatively speaking)
Calculus I: full lecture videos [1 through 10] & [10 through 20] - --- NEW!!
( These are here only as a reminder of lectures you have already been diligently viewing on youtube channel: Arkady Etkin.
Naturally assuming you have: you are hereby commended )
Brand New!
Calculus I (Lecture 20): Optimization
New!
Topics In Analysis (Lecture 24): Summary And Introduction To Positive And Negative Variation
Calculus I (Lecture 19): L'Hospital's Rule
Topics In Analysis (Lecture 23): Basic Properties Of BV Functions
Calculus I (Lecture 18): The Mean-Value Theorem
Calculus I (Lecture 17): Maxima And Minima And Introduction To The Mean-Value-Theorem
Calculus I (Lecture 16): Related Rates
Calculus I (Lecture 14): Implicit Differentiation
Calculus I (lecture 13): The Chain Rule
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Calculus I (Lecture 12): What In Hell Are We Doing?
Calculus I: Quiz on Recognizing Limits Related To The Derivative
Topics In Analysis (Lecture 22): The Baire-Osgood Theorem
Calculus I Review For Exam 1 (Part 7): Non-Literal Understanding of Limit
Calculus I Review For Exam 1 (Part 6): Computing Derivatives By Definition
Calculus I Review For Exam 1 (Part 5): Limits At Infinity
Calculus I Review For Exam 1 (Part 4): Intermediate Value Theorem
Calculus I Review For Exam 1 (Part 3): Continuity
Calculus I Review For Exam 1 (Part 2): The Squeeze Theorem
Calculus I Review For Exam 1 (Part 1): Miscellaneous Limits
Topics In Analysis (Lecture 21): The Baire-Osgood Theorem
Calculus I (Lecture 11): Derivatives of Exponential And Trigonometric Functions
Topics In Analysis (Lecture 20): The Proof Of The Arzela-Ascoli Theorem
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