The On Study Of Generalized Nonlinear Black Scholes Equation By Reduced Differential Transform Algorithm

The objective of the work is essentially to construct an approximate solution of the generalization of nonlinear Black-Scholes partial differential equation, modeling price slippage impact of transaction coast option, through promising computational algorithm called Reduced Differential Transform Al...

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Main Authors: Naresh kumar Solanki, syed feroz shah
Format: Article
Language:English
Published: Sukkur IBA University 2021-01-01
Series:Sukkur IBA Journal of Computing and Mathematical Sciences
Subjects:
Online Access:http://localhost:8089/sibajournals/index.php/sjcms/article/view/606
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author Naresh kumar Solanki
syed feroz shah
syed feroz shah
author_facet Naresh kumar Solanki
syed feroz shah
syed feroz shah
author_sort Naresh kumar Solanki
collection DOAJ
description The objective of the work is essentially to construct an approximate solution of the generalization of nonlinear Black-Scholes partial differential equation, modeling price slippage impact of transaction coast option, through promising computational algorithm called Reduced Differential Transform Algorithm. This work also shows that the algorithm can be efficiently employed construct explicit solutions highly nonlinear equations arising in financial market. We have also shown a graphical behavior of the constructed solutions
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spelling doaj.art-a10701c926b64cc099524752f612c3282022-12-21T17:45:53ZengSukkur IBA UniversitySukkur IBA Journal of Computing and Mathematical Sciences2520-07552522-30032021-01-014210.30537/sjcms.v4i2.606The On Study Of Generalized Nonlinear Black Scholes Equation By Reduced Differential Transform AlgorithmNaresh kumar Solanki0syed feroz shah1syed feroz shah2IBA PUBLIC SCHOOL SUKKURBasic Science and related science MUET, Jamshoro, PakistanBasic Science and related science MUET, Jamshoro, PakistanThe objective of the work is essentially to construct an approximate solution of the generalization of nonlinear Black-Scholes partial differential equation, modeling price slippage impact of transaction coast option, through promising computational algorithm called Reduced Differential Transform Algorithm. This work also shows that the algorithm can be efficiently employed construct explicit solutions highly nonlinear equations arising in financial market. We have also shown a graphical behavior of the constructed solutionshttp://localhost:8089/sibajournals/index.php/sjcms/article/view/606Nonlinear Black-Scholes model, PDE, differential transform algorithm
spellingShingle Naresh kumar Solanki
syed feroz shah
syed feroz shah
The On Study Of Generalized Nonlinear Black Scholes Equation By Reduced Differential Transform Algorithm
Sukkur IBA Journal of Computing and Mathematical Sciences
Nonlinear Black-Scholes model, PDE, differential transform algorithm
title The On Study Of Generalized Nonlinear Black Scholes Equation By Reduced Differential Transform Algorithm
title_full The On Study Of Generalized Nonlinear Black Scholes Equation By Reduced Differential Transform Algorithm
title_fullStr The On Study Of Generalized Nonlinear Black Scholes Equation By Reduced Differential Transform Algorithm
title_full_unstemmed The On Study Of Generalized Nonlinear Black Scholes Equation By Reduced Differential Transform Algorithm
title_short The On Study Of Generalized Nonlinear Black Scholes Equation By Reduced Differential Transform Algorithm
title_sort on study of generalized nonlinear black scholes equation by reduced differential transform algorithm
topic Nonlinear Black-Scholes model, PDE, differential transform algorithm
url http://localhost:8089/sibajournals/index.php/sjcms/article/view/606
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AT syedferozshah onstudyofgeneralizednonlinearblackscholesequationbyreduceddifferentialtransformalgorithm
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