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BlackScholes equation
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1	The derivation of the basic Black-Scholes options pricing equation follows from imposing the condition that a riskless por tfolio made up of stock and options must return the same interest rate as other riskless assets, Add to Reading List Source URL: www.econterms.com Language: English - Date: 2005-11-27 20:20:53 Mathematical finance Economy Finance Money BlackScholes equation BlackScholes model Option Volatility Quantitative analyst Futures contract Geometric Brownian motion Stochastic volatility
2	Hong Kong Baptist University Faculty of Science Department of Mathematics Title (Units): ORBS 7200 Derivatives (2,2,0) Course Aims: This course introduces computational methods for problems of finance, including mainly t Add to Reading List Source URL: www.math.hkbu.edu.hk Language: English - Date: 2013-09-27 05:07:30 Mathematical finance Options BlackScholes model Derivative BlackScholes equation Finance
3	Computational Finance: Opportunities and challenges for AD Mike Giles Oxford University Mathematical Institute Add to Reading List Source URL: www.autodiff.org Language: English - Date: 2008-08-29 02:28:58 Mathematical finance Stochastic processes Options Stochastic calculus Equations Stochastic differential equation Stochastic volatility BlackScholes model Quantitative analyst Volatility Geometric Brownian motion Computational finance
4	Option Valuation using Finite Differences October 2015 Option Valuation using Finite Differences Martin Toyer, CTO, TFG Financial Systems. Peter Russell, Team Lead, TFG Financial Systems Add to Reading List Source URL: www.tfgsystems.com Language: English - Date: 2015-10-08 08:18:22 Mathematical finance Options VannaVolga pricing BlackScholes model Barrier option Implied volatility Valuation Partial differential equation Volatility smile Finite difference methods for option pricing
5	The derivation of the basic Black-Scholes options pricing equation follows from imposing the condition that a riskless por tfolio made up of stock and options must return the same interest rate as other riskless assets, Add to Reading List Source URL: econterms.com Language: English - Date: 2005-11-27 20:20:53 Mathematical finance BlackScholes equation BlackScholes model Option Volatility Quantitative analyst Futures contract Geometric Brownian motion Stochastic volatility Heston model
6	History Dependent Stochastic Processes and Applications to Finance by NEEKO GARDNER Mihai Stoiciu, Advisor Add to Reading List Source URL: sites.williams.edu Language: English - Date: 2015-07-23 17:08:56 Stochastic processes BlackScholes model Random walk Brownian motion BlackScholes equation Stochastic Normal distribution Martingale Geometric Brownian motion Stochastic differential equation