Definition (Right Continuous)
A right-continuous function is a function that is continuous only when approaching from the right or from a value larger than the limiting value i.e. only exists.
A Summary of MATH 891
Lebesgue-Stieltjes Measure
Existence of Sequences of Independent rvs
(Cumulative) Distribution Function
Doléans Measure
Itô Isometry
Itô Stochastic Integral is a Local Martingale
Itô Stochastic Integral
Predicable Processes
Stopping Time Integral
Filtration
Càdlàg
Doob's Optional Sampling Theorem
Martingale Equivalence for Stopping Times
Stopped Process is also R.C. Martingale
Random Time