Itô Calculus
Itô Calculus is an advanced mathematical framework developed by Kiyoshi Itô, used for integrating stochastic processes, particularly in the field of financial mathematics.
Valuation-modeling terms for stochastic processes, Ito calculus, Lintner's model, multi-factor models, and Wiener processes.
Stochastic Processes and Factor Models covers valuation-modeling terms for stochastic processes, Ito calculus, Lintner’s model, multi-factor models, and Wiener processes.
Use these pages when a statistical assumption, model structure, or risk distribution changes the analytical result. It sits inside Asset Pricing, Stochastic Processes, and Risk-Neutral Models, so readers can move up when the broader valuation context matters.
Use the table below to choose the narrower valuation branch before relying on a model input, market multiple, forecast, risk premium, price signal, or recommendation.
| Area | Use it for |
|---|---|
| Itô Calculus | Itô Calculus is an advanced mathematical framework developed by Kiyoshi Itô, used for integrating stochastic processes, particularly in the field of financial mathematics. |
| Lintner’s Model | Lintner’s model explains dividend smoothing by linking target dividends to earnings and gradual adjustment behavior. |
| Multi-Factor Model | A multi-factor model explains asset returns using several systematic drivers such as market, size, value, rates, or credit risk. |
| Wiener Process | A Wiener process is a continuous-time stochastic process used to model random price paths in option pricing and quantitative finance. |
Valuation content is educational and does not provide investment, tax, legal, accounting, appraisal, or valuation advice.
Choose a subsection first. Deeper term pages live inside each subsection, which keeps large topic hubs readable.
Itô Calculus is an advanced mathematical framework developed by Kiyoshi Itô, used for integrating stochastic processes, particularly in the field of financial mathematics.
Lintner's model explains dividend smoothing by linking target dividends to earnings and gradual adjustment behavior.
A multi-factor model explains asset returns using several systematic drivers such as market, size, value, rates, or credit risk.
A Wiener process is a continuous-time stochastic process used to model random price paths in option pricing and quantitative finance.