40:26

(MC12) Multiple-Integral Approximations

48:18

(IS35) Time Series Fundamentals

43:14

(LA01) What is a Vector?

38:07

(PS10) Probability Mass Functions

29:41

(SC30) Integration of Polar and Parametric Curves

26:57

(SC29) Integral Applications to Economics

40:42

(IS09) Consistency and Sufficiency

34:14

(IS49) Support Vector Machines

50:53

(IS48) Decision Trees and Random Forests

19:09

(IP04) The F Distribution

29:12

(IP03) The T Distribution

20:49

(IP02) The Chi-Squared Distribution

35:30

(CA10) Integration in C

46:35

(MC16) Green's Theorem

26:23

(MC15) Line Integration

29:21

(MC14) Vector Fields

32:06

(CA08) Analytic Functions

32:38

(CA07) Differentiability in C

32:34

(CA06) Limits and Continuity in C

34:16

(CA04) Radicals and Branches

30:35

(IS06) Method-of-Moments Estimation

37:26

(IC08) Fisher Information and Efficiency

31:39

(MC13) Vector Function Fundamentals

30:09

(MC11) The Jacobian Matrix

25:13

(IP01) Change of Variables

28:16

(MC10) Multiple Integration

30:53

(IS07) Maximum Likelihood Estimation

32:14

(IS05) Unbiased Estimators

26:42

(RA27) Sigma Algebras and Probability

24:41

(MC09) Lagrange Multipliers

37:26

(SC36) Summary of Power Series Concepts

22:30

(SC40) An Intro. to Differential Equations

17:10

(PS14) The Poisson Probability Mass Function

24:44

(PS13) The Hypergeometric & Multigeometric PMF's

23:19

(SC28) Integral Applications to Physics

30:54

(PS12) The Binomial & Multinomial PMF's

29:47

(PS11) The Geometric & Negative-Binomial PMF's

36:42

(RA23) Fourier Series

29:10

(PS03) Arithmetic v. Geometric Metrics

50:57

(PS02) Common Metrics in Statistics

39:19

(FM14) Cash-Flow Matching

25:44

(SC38) Series Applications to Finance

40:57

(CA03) Powers and the Roots of Unity

34:22

(CA02) Complex Exponentials and Logarithms

31:24

(SC37) The Riemann-Zeta Function

42:56

{replaced with newer version} (IS35) Time-Series Fundamentals

32:32

(SC32) The Gamma Function

26:02

(SC22) Improper Integration

40:03

(FM13) Common Bond Modifications

40:53

(FM12) Bond Fundamentals

36:35

(SC35) Series Convergence Tests

30:54

(SC39) Fourier Series Fundamentals

28:56

(SC31) Elementary Primitives

45:47

(SC23) Trigonometric Substitutions

21:22

(SC26) Surfaces of Revolution

38:58

(FM11) Variable Interest Rates

29:34

(FM10) Geometric Annuity Structures

32:03

(FM09) Arithmetic Annuity Structures

27:36

(FM08) Credit Card Fundamentals

30:44

(FM07) Common Loan Modifications