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Numerical methods in finance with C++ / Maciej J. Capiński, Tomasz Zastawniak.

By: Contributor(s): Material type: TextTextSeries: Mastering mathematical financePublication details: Cambridge : Cambridge University Press, 2012.Description: 1 online resourceContent type:
  • text
Media type:
  • computer
Carrier type:
  • online resource
ISBN:
  • 9781139525749
  • 1139525743
  • 9781139017404
  • 1139017403
  • 1107003717
  • 9781107003712
Subject(s): Genre/Form: Additional physical formats: Print version:: Numerical Methods in Finance with C++.DDC classification:
  • 332.02855133 22
LOC classification:
  • HG106
Online resources:
Contents:
Cover; Numerical Methods in Finance with C++; Mastering Mathematical Finance; Title; Copyright; Dedication; Contents; Preface; 1: Binomial pricer; 1.1 Program shell; 1.2 Entering data; 1.3 Functions; 1.4 Separate compilation; 1.5 CRR pricer; 1.6 Pointers; 1.7 Function pointers; 1.8 Taking stock; 2: Binomial pricer revisited; 2.1 Our first class; 2.2 Inheritance; 2.3 Virtual functions; 2.4 Summing up; 3: American options; 3.1 Multiple inheritance; 3.2 Virtual inheritance; 3.3 Class templates; 4: Non-linear solvers; 4.1 Implied volatility; 4.2 Bisection method; 4.3 Newton-Raphson method.
4.4 Function pointers4.5 Virtual functions; 4.6 Function templates; 4.7 Computing implied volatility; 4.8 Remarks on templates; 5: Monte Carlo methods; 5.1 Path-dependent options; 5.2 Valuation; 5.3 Pricing error; 5.4 Greek parameters; 5.5 Variance reduction; 5.6 Path-dependent basket options; 6: Finite difference methods; 6.1 Parabolic partial differential equations; 6.2 Explicit method; 6.3 Implicit schemes; 6.4 Changing coordinates; 6.5 American options; 6.6 Proofs; Index.
Summary: Provides aspiring quant developers with the numerical techniques and programming skills needed in quantitative finance. No programming background required.
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Includes index.

Cover; Numerical Methods in Finance with C++; Mastering Mathematical Finance; Title; Copyright; Dedication; Contents; Preface; 1: Binomial pricer; 1.1 Program shell; 1.2 Entering data; 1.3 Functions; 1.4 Separate compilation; 1.5 CRR pricer; 1.6 Pointers; 1.7 Function pointers; 1.8 Taking stock; 2: Binomial pricer revisited; 2.1 Our first class; 2.2 Inheritance; 2.3 Virtual functions; 2.4 Summing up; 3: American options; 3.1 Multiple inheritance; 3.2 Virtual inheritance; 3.3 Class templates; 4: Non-linear solvers; 4.1 Implied volatility; 4.2 Bisection method; 4.3 Newton-Raphson method.

4.4 Function pointers4.5 Virtual functions; 4.6 Function templates; 4.7 Computing implied volatility; 4.8 Remarks on templates; 5: Monte Carlo methods; 5.1 Path-dependent options; 5.2 Valuation; 5.3 Pricing error; 5.4 Greek parameters; 5.5 Variance reduction; 5.6 Path-dependent basket options; 6: Finite difference methods; 6.1 Parabolic partial differential equations; 6.2 Explicit method; 6.3 Implicit schemes; 6.4 Changing coordinates; 6.5 American options; 6.6 Proofs; Index.

Provides aspiring quant developers with the numerical techniques and programming skills needed in quantitative finance. No programming background required.

Print version record.

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