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HPC-QuantLib

January 5, 2018. February 25, 2018. A few years ago Andreasen and Huge have introduced an efficient and arbitrage free volatility interpolation method [1] based on a one step finite difference implicit Euler scheme applied to a local volatility parametrization. Probably the most notable use case is the generation of a local volatility surface from a set of option quotes. Starting point is Dupire’s forward equation for the prices of European call options. Define the normalized call price. Is then given by.

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January 5, 2018. February 25, 2018. A few years ago Andreasen and Huge have introduced an efficient and arbitrage free volatility interpolation method [1] based on a one step finite difference implicit Euler scheme applied to a local volatility parametrization. Probably the most notable use case is the generation of a local volatility surface from a set of option quotes. Starting point is Dupire’s forward equation for the prices of European call options. Define the normalized call price. Is then given by.
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HPC-QuantLib | hpcquantlib.wordpress.com Reviews

https://hpcquantlib.wordpress.com

January 5, 2018. February 25, 2018. A few years ago Andreasen and Huge have introduced an efficient and arbitrage free volatility interpolation method [1] based on a one step finite difference implicit Euler scheme applied to a local volatility parametrization. Probably the most notable use case is the generation of a local volatility surface from a set of option quotes. Starting point is Dupire’s forward equation for the prices of European call options. Define the normalized call price. Is then given by.

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QuantLib User Meeting 2014 | HPC-QuantLib

https://hpcquantlib.wordpress.com/2014/12/08/quantlib-user-meeting-2014

Skip to main content. Skip to primary sidebar. Skip to secondary sidebar. Larr; QuantLib-SWIG Patch for JVM/.NET Languages. Intraday, high Resolution Day Counters →. QuantLib User Meeting 2014. Johannes and my talk on “Stochastic Local Volatility Calibration in QuantLib” given at year’s QuantLib User Meeting. Posted on December 8, 2014, in Finite Difference Methods. Larr; QuantLib-SWIG Patch for JVM/.NET Languages. Intraday, high Resolution Day Counters →. Leave a Reply Cancel reply. Top Posts and Pages.

2

QuantLib-1.5 SWIG Patch for JVM/.NET | HPC-QuantLib

https://hpcquantlib.wordpress.com/2015/02/28/quantlib-1-5-swig-patch-for-jvm-net

Skip to main content. Skip to primary sidebar. Skip to secondary sidebar. Larr; Intraday, high Resolution Day Counters. Heston Model Calibration using Adjoint Algorithmic Differentiation →. QuantLib-1.5 SWIG Patch for JVM/.NET. Update 23.11.2015: A modified version of the patch is now part of the official QuantLib Release 1.7. Update 22.09.2015: Please find the latest and improved version of the patch for QuantLib 1.6.2 here. And within the references. A patch for QuantLib 1.5 to fix this issue. 8211; Ma...

3

Probability Distribution of the Heston Model, Part I | HPC-QuantLib

https://hpcquantlib.wordpress.com/2014/02/04/probability-distribution-of-the-heston-model-part-i

Skip to main content. Skip to primary sidebar. Skip to secondary sidebar. Larr; QuantLib User Meeting 2013. Probability Distribution of the Heston Model, Part II →. Probability Distribution of the Heston Model, Part I. The Heston model is defined by the following stochastic differential equation of the log spot. Is given by the corresponding Fokker-Planck equation [1]. With the initial condition. The reduced probability density function. Determines the upper boundary for the integration over. Broadie and...

4

QuantLib-SWIG Patch for JVM/.NET Languages | HPC-QuantLib

https://hpcquantlib.wordpress.com/2014/05/11/quantlib-swig-patch-for-jvm-net-languages

Skip to main content. Skip to primary sidebar. Skip to secondary sidebar. Larr; Probability Distribution of the Heston Model, Part II. QuantLib User Meeting 2014 →. QuantLib-SWIG Patch for JVM/.NET Languages. Update 23.11.2015: The latest version is now part of the official QuantLib Release 1.7. Update 22.09.2015: Please find the latest and improved version of the patch for QuantLib 1.6.2 here. And within the references. A patch for QuantLib 1.4 to fix this issue. It contains. Based on boost: signals2.

5

Intraday, high Resolution Day Counters | HPC-QuantLib

https://hpcquantlib.wordpress.com/2015/01/04/intraday-high-resolution-day-counters

Skip to main content. Skip to primary sidebar. Skip to secondary sidebar. Larr; QuantLib User Meeting 2014. QuantLib-1.5 SWIG Patch for JVM/.NET →. Intraday, high Resolution Day Counters. Date: Date(Day d, Month m, Year y, Size hours, Size minutes, Size seconds, Size millisec = 0, Size microsec = 0);. Time Date: fractionOfDay() const Time daysBetween(const Date&, const Date&);. The new Date and DayCounter implementation is available here. Posted on January 4, 2015, in QuantLib. Leave a Reply Cancel reply.

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Blog | TungstenRisk Software | Lodestar Risk Management Ltd.Tungsten Risk Blog

http://www.tungstenrisk.com/blog

Support for mobile devices. All your favorite risk reports are now accessible on your favorite mobile device such as iPad, iPhone and Android. The reports are available via a secure connection to a browser. Once logged on you will be presented with a quick overview of the month to date performance of your funds. From here you can navigate to My Reports and from here select the report you wish to view. The below example is a screenshot on an iPad 2 using the Safari browser. As always more to come. The str...

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QuantLib Documentation

http://quantlib.org/docs.shtml

A free/open-source library for quantitative finance. Head to our download. Page to get the latest official release, or check out the latest development version from our git. Repository. QuantLib is also available in other languages. In several formats from a number of sources. You can also read our Installation instructions. To get QuantLib working on your computer. If you need to ask a question, subscribe to our mailing list. And check if it was already answered. Or post it to our patch manager. Has mad...

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HPC-QuantLib

January 5, 2018. February 25, 2018. A few years ago Andreasen and Huge have introduced an efficient and arbitrage free volatility interpolation method [1] based on a one step finite difference implicit Euler scheme applied to a local volatility parametrization. Probably the most notable use case is the generation of a local volatility surface from a set of option quotes. Starting point is Dupire’s forward equation for the prices of European call options. Define the normalized call price. Is then given by.

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