【簡介】 This is the first book that presents the theory of stochastic integral using the generalized Riemann approach. Readers who are familiar with undergraduate calculus and want to have an easy access to the theory of stochastic integral will find most of this book pleasantly readable, especially the first four chapters. The references to the theory of classical stochastic integral and stochastic processes are also included for the convenience of readers who are familiar with the measure theoretic approach. Sample Chapter(s) Preface Chapter 1: Introduction Contents: Introduction The Itô Integral Differentiation and Differential Variational Approach to Stochastic Integration The Multiple Itô–Wiener Integral Fubini's Theorem and Hu–Meyer's Theorem Readership: Students at Masters Level doing stochastic integration theory, Non-mathematics specialist reading financial mathematics, Graduate Research students. 【目錄】