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Computer Science
Data Science
Quantitative Methods
1. Foundations of Quantitative Analysis
2. Inferential Statistics
3. Correlation and Regression Analysis
4. Advanced Statistical Methods
5. Computational Methods and Simulation
6. Introduction to Machine Learning
Computational Methods and Simulation
Monte Carlo Methods
Principles of Monte Carlo Simulation
Random Sampling
Law of Large Numbers
Central Limit Theorem Applications
Random Number Generation
Pseudorandom Numbers
Random Number Generators
Testing Randomness
Simulation of Random Variables
Inverse Transform Method
Acceptance-Rejection Method
Box-Muller Transform
Monte Carlo Integration
Basic Principles
Variance Reduction Techniques
Importance Sampling
Control Variates
Antithetic Variables
Applications
Risk Analysis
Portfolio Optimization
Option Pricing
Reliability Analysis
Resampling Methods
Bootstrap Methods
Non-parametric Bootstrap
Parametric Bootstrap
Bootstrap Confidence Intervals
Percentile Method
Bias-Corrected Method
BCa Method
Bootstrap Hypothesis Testing
Jackknife Methods
Leave-one-out Jackknife
Delete-d Jackknife
Bias Estimation
Permutation Tests
Principles
Exact Tests
Approximate Tests
Cross-Validation
K-fold Cross-Validation
Leave-one-out Cross-Validation
Stratified Cross-Validation
Time Series Cross-Validation
Optimization Methods
Linear Programming
Problem Formulation
Graphical Method
Simplex Method
Sensitivity Analysis
Non-linear Optimization
Unconstrained Optimization
Constrained Optimization
Gradient-based Methods
Derivative-free Methods
Metaheuristic Algorithms
Genetic Algorithms
Simulated Annealing
Particle Swarm Optimization
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6. Introduction to Machine Learning