UsefulLinks
1. Foundations of Probability Theory
2. Introduction to Stochastic Processes
3. Discrete-Time Markov Chains
4. Poisson Processes
5. Continuous-Time Markov Chains
6. Renewal Theory
7. Martingales
8. Brownian Motion
9. Stochastic Calculus
10. Stationary Processes
11. Applications in Queueing Theory
12. Applications in Finance
13. Applications in Biology and Population Dynamics
14. Applications in Physics and Engineering
  1. Statistics

Stochastic Processes

1. Foundations of Probability Theory
2. Introduction to Stochastic Processes
3. Discrete-Time Markov Chains
4. Poisson Processes
5. Continuous-Time Markov Chains
6. Renewal Theory
7. Martingales
8. Brownian Motion
9. Stochastic Calculus
10. Stationary Processes
11. Applications in Queueing Theory
12. Applications in Finance
13. Applications in Biology and Population Dynamics
14. Applications in Physics and Engineering
12.
Applications in Finance
12.1.
Stock Price Models
12.1.1.
Geometric Brownian Motion
12.1.2.
Log-Normal Distribution
12.1.3.
Parameter Estimation
12.2.
Option Pricing Theory
12.2.1.
Black-Scholes Model
12.2.1.1.
Assumptions
12.2.1.2.
Derivation
12.2.1.3.
Black-Scholes Formula
12.2.2.
Risk-Neutral Pricing
12.2.3.
Greeks and Hedging
12.3.
Interest Rate Models
12.3.1.
Vasicek Model
12.3.2.
Cox-Ingersoll-Ross Model
12.3.3.
Hull-White Model
12.4.
Portfolio Theory
12.4.1.
Markowitz Model
12.4.2.
Capital Asset Pricing Model
12.4.3.
Arbitrage Pricing Theory

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13. Applications in Biology and Population Dynamics

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