This paper presents some Excel-based simulation exercises that are suitable for use in financial modeling courses. Such exercises are based on a stochastic process of stock price movements, called geometric Brownian motion, that underlies the derivation of the Black-Scholes option pricing model. Guidance is provided in assigning appropriate values of the drift parameter in the stochastic process for such exercises. Some further simulation exercises are also suggested. As the analytical underpinning of the materials involved is provided, this paper is expected to be of interest also to instructors and students of investment courses. </p
High-frequency trading (HFT) involves short-term, high-volume market operations to capture profits. ...
Teoretski sam obradio geometrijsko Brownovo gibanje i njegova svojstva, te sam proveo simuliranje ci...
In this thesis, we begin with introducing the notion of a fake geometric Brownian motion in analogy ...
In the modeling of financial market, especially stock market, Brownian Motion play a significant rol...
This document describes work undertaken as a masters programme of study at the University of KwaZulu...
This paper is an introduction and survey of Black-Scholes Model as a complete model for Option Valua...
This study emphasizes on the mathematical modeling procedure of stock price behavior and option valu...
This study proposes a modified Geometric Brownian motion (GBM), to simulate stock price paths under ...
Stochastic calculus, part calculus and part statistics, is an integral part of option pricing that c...
Abstract. We provide a tractable introduction to option pricing models and exam-ine how the complex ...
© 2017 The Southern Finance Association and the Southwestern Finance Association We examine arithmet...
Geometric fractional Brownian motion (GFBM) is an extended model of the traditional geometric Browni...
Modelling the asset returns distribution has been the focal point of modern finance for almost a cen...
This paper aims to derive and solve the Black-Scholes partial differential equation (PDE) used to pr...
Title: Stochastic Models in Financial Mathematics Author: Bc. Oliver Waczulík Department: Department...
High-frequency trading (HFT) involves short-term, high-volume market operations to capture profits. ...
Teoretski sam obradio geometrijsko Brownovo gibanje i njegova svojstva, te sam proveo simuliranje ci...
In this thesis, we begin with introducing the notion of a fake geometric Brownian motion in analogy ...
In the modeling of financial market, especially stock market, Brownian Motion play a significant rol...
This document describes work undertaken as a masters programme of study at the University of KwaZulu...
This paper is an introduction and survey of Black-Scholes Model as a complete model for Option Valua...
This study emphasizes on the mathematical modeling procedure of stock price behavior and option valu...
This study proposes a modified Geometric Brownian motion (GBM), to simulate stock price paths under ...
Stochastic calculus, part calculus and part statistics, is an integral part of option pricing that c...
Abstract. We provide a tractable introduction to option pricing models and exam-ine how the complex ...
© 2017 The Southern Finance Association and the Southwestern Finance Association We examine arithmet...
Geometric fractional Brownian motion (GFBM) is an extended model of the traditional geometric Browni...
Modelling the asset returns distribution has been the focal point of modern finance for almost a cen...
This paper aims to derive and solve the Black-Scholes partial differential equation (PDE) used to pr...
Title: Stochastic Models in Financial Mathematics Author: Bc. Oliver Waczulík Department: Department...
High-frequency trading (HFT) involves short-term, high-volume market operations to capture profits. ...
Teoretski sam obradio geometrijsko Brownovo gibanje i njegova svojstva, te sam proveo simuliranje ci...
In this thesis, we begin with introducing the notion of a fake geometric Brownian motion in analogy ...