After doing detailed analysis of the latest syllabus and few last year papers, Subject Experts of Mathematics at Jagranjosh have prepared chapter notes of chapter Continuity and Differentiability ...

Peano differentiability is a notion of higher-order Fréchet differentiability. H. W. Oliver gave sufficient conditions for the $m^{\text{th}}$ Peano derivative to be ...

We prove that the Heston volatility is Malliavin differentiable under the classical Novikov condition and give an explicit expression for the derivative. This result guarantees the applicability of ...

In this article, you will get chapter notes of chapter Continuity and Differentiability including all important topics like continuous functions, sum, difference, product and quotient of continuous ...