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coursera-mathematical-methods-for-quatitative-finance
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assignments (Size: 5.98 GB) (Files: 103)
assignments
questions
Practice Problems 1.pdf
Practice Problems 2.pdf
Practice Problems 3:4.pdf
Practice Problems 5.pdf
Practice Problems 6.pdf
Practice Problems 7.pdf
Practice Problems 8.pdf
solutions
readme.txt
Solutions1.pdf
Solutions2.pdf
Solutions5.pdf
Solutions6.pdf
Solutions7.pdf
lecture-slides
1-LimitsAndDerivatives.pdf
2-Integrals.pdf
3-PartialDerivatives.pdf
4-MultipleIntegrals.pdf
5-LinearAlgebraI.pdf
6-LinearAlgebraII.pdf
7-1-LagrangesMethod.pdf
7-2-TaylorSeries.pdf
8-NumericalMethods.pdf
lecture-videos
week0-course-overview
Mathematical Methods for Quantitative Finance 0.0 Course Overview Promotion (202).mp4
week0-intro
Mathematical Methods for Quantitative Finance 1.0 Course Overview (744).mp4
week1
Mathematical Methods for Quantitative Finance 2.0 W1.0 – Week 1 Overview (221).mp4
Mathematical Methods for Quantitative Finance 2.1 W1.2 – Present Value (1657).mp4
Mathematical Methods for Quantitative Finance 2.2 W1.3 – Limits (2256).mp4
Mathematical Methods for Quantitative Finance 2.3 W1.4 – Evaluating Limits (1330).mp4
Mathematical Methods for Quantitative Finance 2.4 W1.5 – Continuity-Asymptotes (13.13).mp4
Mathematical Methods for Quantitative Finance 2.5 W1.6 – Differentiation (16.13).mp4
Mathematical Methods for Quantitative Finance 2.6 W1.7 – ProductRule-ChainRule (21.51).mp4
Mathematical Methods for Quantitative Finance 2.7 W1.8 – HigherDerivatives (1515).mp4
Mathematical Methods for Quantitative Finance 2.8 W1.9 – BondDuration (1616).mp4
Mathematical Methods for Quantitative Finance 2.9 W1.10 – l'Hopital'sRule (746).mp4
week2
Mathematical Methods for Quantitative Finance 3.0 W2.0 – Week 2 Overview (232).mp4
Mathematical Methods for Quantitative Finance 3.1 W2.1 – Integration (1148).mp4
Mathematical Methods for Quantitative Finance 3.10 W2.10 – Differentiating Improper Integrals (2127).mp4
Mathematical Methods for Quantitative Finance 3.2 W2.2 – Fundamental Theorem of Calculus (1537).mp4
Mathematical Methods for Quantitative Finance 3.3 W2.3 – Applications (1520).mp4
Mathematical Methods for Quantitative Finance 3.4 W2.4 – Integration by Parts (1506).mp4
Mathematical Methods for Quantitative Finance 3.5 W2.5 – Integration by Substitution (1605).mp4
Mathematical Methods for Quantitative Finance 3.6 W2.6 – Completing the Square (1514).mp4
Mathematical Methods for Quantitative Finance 3.7 W2.7 – Differentiating Definite Integrals (704).mp4
Mathematical Methods for Quantitative Finance 3.8 W2.8 – Improper Integrals (1945).mp4
Mathematical Methods for Quantitative Finance 3.9 W2.9 – Improper Integrals II (1106).mp4
week3
Mathematical Methods for Quantitative Finance 4.0 W3.0 – Week 3 Overview (221).mp4
Mathematical Methods for Quantitative Finance 4.1 W3.1 – Funtion of Several Variables (1454).mp4
Mathematical Methods for Quantitative Finance 4.10 W3.10 – Theta (801).mp4
Mathematical Methods for Quantitative Finance 4.2 W3.2 – Higher Order Partial Deriviatives (1537).mp4
Mathematical Methods for Quantitative Finance 4.3 W3.3 – Functions of Two Variables (858).mp4
Mathematical Methods for Quantitative Finance 4.4 W3.4 – Chain Rule For Functions of Several Variables (1600).mp4
Mathematical Methods for Quantitative Finance 4.5 W3.5 – Implicit Functions (1521).mp4
Mathematical Methods for Quantitative Finance 4.6 W3.6 – Put-Call Parity and the Greeks (920).mp4
Mathematical Methods for Quantitative Finance 4.7 W3.7 – Delta (1150).mp4
Mathematical Methods for Quantitative Finance 4.8 W3.8 – Gamma (1409).mp4
Mathematical Methods for Quantitative Finance 4.9 W3.9 – Rho and Vega (2325).mp4
week4
Mathematical Methods for Quantitative Finance 5.0 W4.0 – Week 4 Overview (234).mp4
Mathematical Methods for Quantitative Finance 5.1 W4.1 – Double Integrals (1552).mp4
Mathematical Methods for Quantitative Finance 5.2 W4.2 – Fubinis Theorem (1745).mp4
Mathematical Methods for Quantitative Finance 5.3 W4.3 – Change In Variables For Double Integrals (1921).mp4
Mathematical Methods for Quantitative Finance 5.4 W4.4 – Change of Variable Example (1602).mp4
Mathematical Methods for Quantitative Finance 5.5 W4.5 – Double Integrals Of Seperation Functions (751).mp4
Mathematical Methods for Quantitative Finance 5.6 W4.6 – Polar Coordinates (1807).mp4
Mathematical Methods for Quantitative Finance 5.7 W4.7 – A Culturally Important Integral (1319).mp4
Mathematical Methods for Quantitative Finance 5.8 W4.8 – Marginal Density Of A Bivariate Normal Distribution (1742).mp4
week5
Mathematical Methods for Quantitative Finance 6.0 W5.0 – Week 5 Overview (323).mp4
Mathematical Methods for Quantitative Finance 6.1 W5.1 – Vectors (1746).mp4
Mathematical Methods for Quantitative Finance 6.2 W5.2 – Vector Length And Planes (1540).mp4
Mathematical Methods for Quantitative Finance 6.3 W5.3 – Systems Of Linear Equations (1256).mp4
Mathematical Methods for Quantitative Finance 6.4 W5.4 – Elimination (1314).mp4
Mathematical Methods for Quantitative Finance 6.5 W5.5 – Matrix Multiplication (2402).mp4
Mathematical Methods for Quantitative Finance 6.6 W5.6 – Ax=b (1450).mp4
Mathematical Methods for Quantitative Finance 6.7 W5.7 – Inverse Matrices (1957).mp4
Mathematical Methods for Quantitative Finance 6.8 W5.8 – Matrix Factorization (2009).mp4
Mathematical Methods for Quantitative Finance 6.9 W5.9 – The-R-Environment For Statistical Computing (2101).mp4
week6
Mathematical Methods for Quantitative Finance 7.0 W6.0 – Week 6 Overview (304).mp4
Mathematical Methods for Quantitative Finance 7.1 W6.1 – Tansposes and Permutations (1355).mp4
Mathematical Methods for Quantitative Finance 7.2 W6.2 – Vector Spaces and Subspaces (2253).mp4
Mathematical Methods for Quantitative Finance 7.3 W6.3 – Variance Covariance Matrices (1227).mp4
Mathematical Methods for Quantitative Finance 7.4 W6.4 – Computing Covariance Matrices (2059).mp4
Mathematical Methods for Quantitative Finance 7.5 W6.5 – Orthoganal Matrices (1529).mp4
Mathematical Methods for Quantitative Finance 7.6 W6.6 – Singular Value Factorization (1738).mp4
Mathematical Methods for Quantitative Finance 7.7 W6.7 – Eigen values and Eigen vectors (3209).mp4
Mathematical Methods for Quantitative Finance 7.8 W6.8 – Solving Least Squares Problems (1829).mp4
week7
Mathematical Methods for Quantitative Finance 8.0 W7.1.0 – Week 7 Overview (449).mp4
Mathematical Methods for Quantitative Finance 8.1 W7.1.1 – Optimal Investment Portfolios (1732).mp4
Mathematical Methods for Quantitative Finance 8.10 W7.2.5 – Bond Convexity (808).mp4
Mathematical Methods for Quantitative Finance 8.2 W7.1.2 – Relative Extrema of Functions of Several Variables (1445).mp4
Mathematical Methods for Quantitative Finance 8.3 W7.1.3 – Lagrange’s Method (1246).mp4
Mathematical Methods for Quantitative Finance 8.4 W7.1.4 – Example (746).mp4
Mathematical Methods for Quantitative Finance 8.5 W7.1.5 – Minimum Variance Portfolio (1133).mp4
Mathematical Methods for Quantitative Finance 8.6 W7.2.1 – Taylor’s Formula for Functions of One Variable (1925).mp4
Mathematical Methods for Quantitative Finance 8.7 W7.2.2 – “Big O†Notation (1118).mp4
Mathematical Methods for Quantitative Finance 8.8 W7.2.3 – Taylor’s Formula for Functions of Several Variables (1315).mp4
Mathematical Methods for Quantitative Finance 8.9 W7.2.4 – Taylor Series Expansions (2231).mp4
week8
Mathematical Methods for Quantitative Finance 9.0 W8.0 – Week 8 Overview (354).mp4
Mathematical Methods for Quantitative Finance 9.1 W8.1 – Implied Volatility (1741).mp4
Mathematical Methods for Quantitative Finance 9.2 W8.2 – Bisection Method (1235).mp4
Mathematical Methods for Quantitative Finance 9.3 W8.3 – Newton’s Method (1634).mp4
Mathematical Methods for Quantitative Finance 9.4 W8.4 – Newton’s Method for n Dimensional Nonlinear Problems (1402).mp4
Mathematical Methods for Quantitative Finance 9.5 W8.5 – Lagrange’s Method + Newton’s Method (1607).mp4
Mathematical Methods for Quantitative Finance 9.6 W8.6 – Another Lagrange’s Method Example (1632).mp4
Mathematical Methods for Quantitative Finance 9.7 W8.7 – Maximum Expected Returns Optimization (2601).mp4
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