Topic: Ito Integrals as Local Martingales

Worked Problems in Localization and Quadratic Variation

Why Localization Does Not Preserve Expectations Automatically

When a Local Stochastic Integral Is a True Martingale

Unbounded Random Integrands With Finite Energy

The Integral Is a Continuous Local Martingale

Stopping Times From Accumulated Integrand Energy

Stopping Identities for Stochastic Integrals

Quadratic Variation of a Localized Ito Integral

Mutual Covariation of Two Ito Integrals

Locally Square-Integrable Predictable Integrands