Using Partial Differential Equations for Pricing of Goods and Services
This article is based on the methodology of comparative analysis, using an innovative approach for pricing of various goods and services. Benchmarking is the continuous search to find and adapt better pricing methods that leading to increased profits. We will consider the numerical solution of parti...
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Editura Universităţii „Alexandru Ioan Cuza” din Iaşi / Alexandru Ioan Cuza University of Iasi Publishing house
2016-06-01
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Series: | Scientific Annals of Economics and Business |
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doaj-25d87679c04340ffb2b678d1726448142020-11-25T01:23:36ZengEditura Universităţii „Alexandru Ioan Cuza” din Iaşi / Alexandru Ioan Cuza University of Iasi Publishing houseScientific Annals of Economics and Business2501-31652016-06-0163229129810.1515/saeb-2016-0122saeb-2016-0122Using Partial Differential Equations for Pricing of Goods and ServicesTraykov Metodi0Trencheva Miglena1Mavrevski Radoslav2Stoilov Anton3Trenchev Ivan4Faculty of Mathematics and Natural Sciences, South-West University “Neofit Rilski”, BulgariaFaculty of Economics, South-West University “Neofit Rilski”, BulgariaFaculty of Engineering, South-West University “Neofit Rilski”, BulgariaFaculty of Engineering, South-West University “Neofit Rilski”, BulgariaFaculty of Engineering, South-West University “Neofit Rilski”, BulgariaThis article is based on the methodology of comparative analysis, using an innovative approach for pricing of various goods and services. Benchmarking is the continuous search to find and adapt better pricing methods that leading to increased profits. We will consider the numerical solution of partial differential equations, based on Black-Scholes model for pricing of goods and services within European option. Also, we will present formulation and numerical behavior of explicit and implicit methods that can be use in pricing for company assets within European option.http://www.degruyter.com/view/j/saeb.2016.63.issue-2/saeb-2016-0122/saeb-2016-0122.xml?format=INTpartial differential equationseconomicspricinggoodsservices |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Traykov Metodi Trencheva Miglena Mavrevski Radoslav Stoilov Anton Trenchev Ivan |
spellingShingle |
Traykov Metodi Trencheva Miglena Mavrevski Radoslav Stoilov Anton Trenchev Ivan Using Partial Differential Equations for Pricing of Goods and Services Scientific Annals of Economics and Business partial differential equations economics pricing goods services |
author_facet |
Traykov Metodi Trencheva Miglena Mavrevski Radoslav Stoilov Anton Trenchev Ivan |
author_sort |
Traykov Metodi |
title |
Using Partial Differential Equations for Pricing of Goods and Services |
title_short |
Using Partial Differential Equations for Pricing of Goods and Services |
title_full |
Using Partial Differential Equations for Pricing of Goods and Services |
title_fullStr |
Using Partial Differential Equations for Pricing of Goods and Services |
title_full_unstemmed |
Using Partial Differential Equations for Pricing of Goods and Services |
title_sort |
using partial differential equations for pricing of goods and services |
publisher |
Editura Universităţii „Alexandru Ioan Cuza” din Iaşi / Alexandru Ioan Cuza University of Iasi Publishing house |
series |
Scientific Annals of Economics and Business |
issn |
2501-3165 |
publishDate |
2016-06-01 |
description |
This article is based on the methodology of comparative analysis, using an innovative approach for pricing of various goods and services. Benchmarking is the continuous search to find and adapt better pricing methods that leading to increased profits. We will consider the numerical solution of partial differential equations, based on Black-Scholes model for pricing of goods and services within European option. Also, we will present formulation and numerical behavior of explicit and implicit methods that can be use in pricing for company assets within European option. |
topic |
partial differential equations economics pricing goods services |
url |
http://www.degruyter.com/view/j/saeb.2016.63.issue-2/saeb-2016-0122/saeb-2016-0122.xml?format=INT |
work_keys_str_mv |
AT traykovmetodi usingpartialdifferentialequationsforpricingofgoodsandservices AT trenchevamiglena usingpartialdifferentialequationsforpricingofgoodsandservices AT mavrevskiradoslav usingpartialdifferentialequationsforpricingofgoodsandservices AT stoilovanton usingpartialdifferentialequationsforpricingofgoodsandservices AT trenchevivan usingpartialdifferentialequationsforpricingofgoodsandservices |
_version_ |
1725121162645602304 |