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论坛 金融投资论坛 六区 金融学(理论版)
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2006-11-27

此软件专门用来与本书中的资料配套使用。读者可以计算价格、隐含波动率、欧式看涨期权和看跌期权进行对冲的对冲参数、六种不同形式的新型期权以及三种不同类型的利率期权。软件主要有以下用途:
1.显示期权定价的二叉树图。
2.描图。即措出期权价格、Delta、Gamma、Vega、Theta或rho与资产价格、执行价格、利率、波动率或到期日之间的二维关系图。

74465.rar
大小:(377.79 KB)

只需: 25 个论坛币  马上下载

本附件包括:

  • DG151.exe
  • bivar.xls
  • OPRISKSIMULATION.xls


[此贴子已经被作者于2006-11-27 11:36:37编辑过]

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2006-11-27 11:37:00

The Options Calculator

The Options Calculator enables readers to carry out calculations for European and American calls and puts, exotic options, and interest rate derivatives. Features of the software are

It is Excel-based
It calculates prices, implied volatilities, and the Greeks
It implements normal and lognormal interest rate models to value American-style interest rate options
It displays charts showing the relationships between variables
It displays the binomial/trinomial trees used for valuation
Version 1.51 of the software is an improvement over previous versions in that worksheets are unlocked

IMPORTANT NOTE:

You need both DG151.xls and DG151.dll to run the software. The second of these files should be loaded in the Windows\System or WINNT\System32 directory of your computer. You will be downloading a file named DG151.exe. When you run this, both files will be placed in the same directory. (The default directory is C:\DerivaGem.) It is important that you move the DG151.dll file to Windows\System or Windows\System32 before using the software.

The Applications Builder

The disk accompanying Options, Futures, and Other Derivatives and Fundamentals of Futures and Options Markets contains a third file DGfunctions.xls. This contains a number of functions from which users can build their own applications. It includes a number of sample applications and enables readers to explore the properties of options and numerical procedures more easily.

Bivariate Normal Distribution

To download a function for calculating the cumulative bivariate normal distribution function

Operational Risk Calculator

To download the Excel spreadsheet used to create Figure 14.2 in Risk Management and Financial Institutions

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