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Name:coursera-mathematical-methods-for-quatitative-finance
Size:6421236690
Age:2 years
Files:103
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 coursera-mathematical-methods-for-quatitative-finance

 assignments

 questions

 Practice Problems 1.pdf
101 KB
 Practice Problems 2.pdf
93 KB
 Practice Problems 3:4.pdf
86 KB
 Practice Problems 5.pdf
65 KB
 Practice Problems 6.pdf
99 KB
 Practice Problems 7.pdf
91 KB
 Practice Problems 8.pdf
70 KB
 solutions

 readme.txt
33
 Solutions1.pdf
92 KB
 Solutions2.pdf
90 KB
 Solutions5.pdf
74 KB
 Solutions6.pdf
83 KB
 Solutions7.pdf
105 KB
 lecture-slides

 1-LimitsAndDerivatives.pdf
734 KB
 2-Integrals.pdf
489 KB
 3-PartialDerivatives.pdf
528 KB
 4-MultipleIntegrals.pdf
1 MB
 5-LinearAlgebraI.pdf
853 KB
 6-LinearAlgebraII.pdf
1 MB
 7-1-LagrangesMethod.pdf
369 KB
 7-2-TaylorSeries.pdf
394 KB
 8-NumericalMethods.pdf
425 KB
 lecture-videos

 week0-course-overview

 Mathematical Methods for Quantitative Finance 0.0 Course Overview Promotion (202).mp4
23 MB
 week0-intro

 Mathematical Methods for Quantitative Finance 1.0 Course Overview (744).mp4
45 MB
 week1

 Mathematical Methods for Quantitative Finance 2.0 W1.0 – Week 1 Overview (221).mp4
14 MB
 Mathematical Methods for Quantitative Finance 2.1 W1.2 – Present Value (1657).mp4
97 MB
 Mathematical Methods for Quantitative Finance 2.2 W1.3 – Limits (2256).mp4
130 MB
 Mathematical Methods for Quantitative Finance 2.3 W1.4 – Evaluating Limits (1330).mp4
77 MB
 Mathematical Methods for Quantitative Finance 2.4 W1.5 – Continuity-Asymptotes (13.13).mp4
76 MB
 Mathematical Methods for Quantitative Finance 2.5 W1.6 – Differentiation (16.13).mp4
93 MB
 Mathematical Methods for Quantitative Finance 2.6 W1.7 – ProductRule-ChainRule (21.51).mp4
125 MB
 Mathematical Methods for Quantitative Finance 2.7 W1.8 – HigherDerivatives (1515).mp4
87 MB
 Mathematical Methods for Quantitative Finance 2.8 W1.9 – BondDuration (1616).mp4
93 MB
 Mathematical Methods for Quantitative Finance 2.9 W1.10 – l'Hopital'sRule (746).mp4
45 MB
 week2

 Mathematical Methods for Quantitative Finance 3.0 W2.0 – Week 2 Overview (232).mp4
15 MB
 Mathematical Methods for Quantitative Finance 3.1 W2.1 – Integration (1148).mp4
67 MB
 Mathematical Methods for Quantitative Finance 3.2 W2.2 – Fundamental Theorem of Calculus (1537).mp4
88 MB
 Mathematical Methods for Quantitative Finance 3.3 W2.3 – Applications (1520).mp4
88 MB
 Mathematical Methods for Quantitative Finance 3.4 W2.4 – Integration by Parts (1506).mp4
20 MB
 Mathematical Methods for Quantitative Finance 3.5 W2.5 – Integration by Substitution (1605).mp4
92 MB
 Mathematical Methods for Quantitative Finance 3.6 W2.6 – Completing the Square (1514).mp4
20 MB
 Mathematical Methods for Quantitative Finance 3.7 W2.7 – Differentiating Definite Integrals (704).mp4
41 MB
 Mathematical Methods for Quantitative Finance 3.8 W2.8 – Improper Integrals (1945).mp4
26 MB
 Mathematical Methods for Quantitative Finance 3.9 W2.9 – Improper Integrals II (1106).mp4
64 MB
 Mathematical Methods for Quantitative Finance 3.10 W2.10 – Differentiating Improper Integrals (2127).mp4
27 MB
 week3

 Mathematical Methods for Quantitative Finance 4.0 W3.0 – Week 3 Overview (221).mp4
14 MB
 Mathematical Methods for Quantitative Finance 4.1 W3.1 – Funtion of Several Variables (1454).mp4
85 MB
 Mathematical Methods for Quantitative Finance 4.2 W3.2 – Higher Order Partial Deriviatives (1537).mp4
90 MB
 Mathematical Methods for Quantitative Finance 4.3 W3.3 – Functions of Two Variables (858).mp4
52 MB
 Mathematical Methods for Quantitative Finance 4.4 W3.4 – Chain Rule For Functions of Several Variables (1600).mp4
92 MB
 Mathematical Methods for Quantitative Finance 4.5 W3.5 – Implicit Functions (1521).mp4
87 MB
 Mathematical Methods for Quantitative Finance 4.6 W3.6 – Put-Call Parity and the Greeks (920).mp4
54 MB
 Mathematical Methods for Quantitative Finance 4.7 W3.7 – Delta (1150).mp4
69 MB
 Mathematical Methods for Quantitative Finance 4.8 W3.8 – Gamma (1409).mp4
82 MB
 Mathematical Methods for Quantitative Finance 4.9 W3.9 – Rho and Vega (2325).mp4
134 MB
 Mathematical Methods for Quantitative Finance 4.10 W3.10 – Theta (801).mp4
46 MB
 week4

 Mathematical Methods for Quantitative Finance 5.0 W4.0 – Week 4 Overview (234).mp4
15 MB
 Mathematical Methods for Quantitative Finance 5.1 W4.1 – Double Integrals (1552).mp4
91 MB
 Mathematical Methods for Quantitative Finance 5.2 W4.2 – Fubinis Theorem (1745).mp4
101 MB
 Mathematical Methods for Quantitative Finance 5.3 W4.3 – Change In Variables For Double Integrals (1921).mp4
111 MB
 Mathematical Methods for Quantitative Finance 5.4 W4.4 – Change of Variable Example (1602).mp4
92 MB
 Mathematical Methods for Quantitative Finance 5.5 W4.5 – Double Integrals Of Seperation Functions (751).mp4
46 MB
 Mathematical Methods for Quantitative Finance 5.6 W4.6 – Polar Coordinates (1807).mp4
103 MB
 Mathematical Methods for Quantitative Finance 5.7 W4.7 – A Culturally Important Integral (1319).mp4
77 MB
 Mathematical Methods for Quantitative Finance 5.8 W4.8 – Marginal Density Of A Bivariate Normal Distribution (1742).mp4
102 MB
 week5

 Mathematical Methods for Quantitative Finance 6.0 W5.0 – Week 5 Overview (323).mp4
21 MB
 Mathematical Methods for Quantitative Finance 6.1 W5.1 – Vectors (1746).mp4
101 MB
 Mathematical Methods for Quantitative Finance 6.2 W5.2 – Vector Length And Planes (1540).mp4
90 MB
 Mathematical Methods for Quantitative Finance 6.3 W5.3 – Systems Of Linear Equations (1256).mp4
74 MB
 Mathematical Methods for Quantitative Finance 6.4 W5.4 – Elimination (1314).mp4
77 MB
 Mathematical Methods for Quantitative Finance 6.5 W5.5 – Matrix Multiplication (2402).mp4
138 MB
 Mathematical Methods for Quantitative Finance 6.6 W5.6 – Ax=b (1450).mp4
86 MB
 Mathematical Methods for Quantitative Finance 6.7 W5.7 – Inverse Matrices (1957).mp4
114 MB
 Mathematical Methods for Quantitative Finance 6.8 W5.8 – Matrix Factorization (2009).mp4
116 MB
 Mathematical Methods for Quantitative Finance 6.9 W5.9 – The-R-Environment For Statistical Computing (2101).mp4
120 MB
 week6

 Mathematical Methods for Quantitative Finance 7.0 W6.0 – Week 6 Overview (304).mp4
18 MB
 Mathematical Methods for Quantitative Finance 7.1 W6.1 – Tansposes and Permutations (1355).mp4
82 MB
 Mathematical Methods for Quantitative Finance 7.2 W6.2 – Vector Spaces and Subspaces (2253).mp4
135 MB
 Mathematical Methods for Quantitative Finance 7.3 W6.3 – Variance Covariance Matrices (1227).mp4
73 MB
 Mathematical Methods for Quantitative Finance 7.4 W6.4 – Computing Covariance Matrices (2059).mp4
122 MB
 Mathematical Methods for Quantitative Finance 7.5 W6.5 – Orthoganal Matrices (1529).mp4
91 MB
 Mathematical Methods for Quantitative Finance 7.6 W6.6 – Singular Value Factorization (1738).mp4
104 MB
 Mathematical Methods for Quantitative Finance 7.7 W6.7 – Eigen values and Eigen vectors (3209).mp4
186 MB
 Mathematical Methods for Quantitative Finance 7.8 W6.8 – Solving Least Squares Problems (1829).mp4
107 MB
 week7

 Mathematical Methods for Quantitative Finance 8.0 W7.1.0 – Week 7 Overview (449).mp4
28 MB
 Mathematical Methods for Quantitative Finance 8.1 W7.1.1 – Optimal Investment Portfolios (1732).mp4
24 MB
 Mathematical Methods for Quantitative Finance 8.2 W7.1.2 – Relative Extrema of Functions of Several Variables (1445).mp4
21 MB
 Mathematical Methods for Quantitative Finance 8.3 W7.1.3 – Lagrange’s Method (1246).mp4
75 MB
 Mathematical Methods for Quantitative Finance 8.4 W7.1.4 – Example (746).mp4
46 MB
 Mathematical Methods for Quantitative Finance 8.5 W7.1.5 – Minimum Variance Portfolio (1133).mp4
68 MB
 Mathematical Methods for Quantitative Finance 8.6 W7.2.1 – Taylor’s Formula for Functions of One Variable (1925).mp4
113 MB
 Mathematical Methods for Quantitative Finance 8.7 W7.2.2 – “Big O” Notation (1118).mp4
67 MB
 Mathematical Methods for Quantitative Finance 8.8 W7.2.3 – Taylor’s Formula for Functions of Several Variables (1315).mp4
78 MB
 Mathematical Methods for Quantitative Finance 8.9 W7.2.4 – Taylor Series Expansions (2231).mp4
131 MB
 Mathematical Methods for Quantitative Finance 8.10 W7.2.5 – Bond Convexity (808).mp4
48 MB
 week8

 Mathematical Methods for Quantitative Finance 9.0 W8.0 – Week 8 Overview (354).mp4
23 MB
 Mathematical Methods for Quantitative Finance 9.1 W8.1 – Implied Volatility (1741).mp4
103 MB
 Mathematical Methods for Quantitative Finance 9.2 W8.2 – Bisection Method (1235).mp4
18 MB
 Mathematical Methods for Quantitative Finance 9.3 W8.3 – Newton’s Method (1634).mp4
97 MB
 Mathematical Methods for Quantitative Finance 9.4 W8.4 – Newton’s Method for n Dimensional Nonlinear Problems (1402).mp4
19 MB
 Mathematical Methods for Quantitative Finance 9.5 W8.5 – Lagrange’s Method + Newton’s Method (1607).mp4
96 MB
 Mathematical Methods for Quantitative Finance 9.6 W8.6 – Another Lagrange’s Method Example (1632).mp4
22 MB
 Mathematical Methods for Quantitative Finance 9.7 W8.7 – Maximum Expected Returns Optimization (2601).mp4
153 MB
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