THE ANALYSIS OF THE COMMODITY PRICE FORECASTING SUCCESS CONSIDERING DIFFERENT LENGTHS OF THE INITIAL CONDITION DRIFT
In the paper the numerical model based on the exponential approximation of commodity stock exchanges was derived. The price prognoses of aluminium on the London Metal Exchange were determined as numerical solution of the Cauchy initial problem for the 1st order ordinary differential equation. To m...
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doaj-2c12ce45d22d42c7aa08b5919753def42020-11-24T23:56:03Zeng4S go, s.r.o.Acta Logistica1339-56292015-09-0123712THE ANALYSIS OF THE COMMODITY PRICE FORECASTING SUCCESS CONSIDERING DIFFERENT LENGTHS OF THE INITIAL CONDITION DRIFTMarcela Lascsáková0TU of KosiceIn the paper the numerical model based on the exponential approximation of commodity stock exchanges was derived. The price prognoses of aluminium on the London Metal Exchange were determined as numerical solution of the Cauchy initial problem for the 1st order ordinary differential equation. To make the numerical model more accurate the idea of the modification of the initial condition value by the stock exchange was realized. By having analyzed the forecasting success of the chosen initial condition drift types, the initial condition drift providing the most accurate prognoses for the commodity price movements was determined. The suggested modification of the original model made the commodity price prognoses more accurate.http://www.actalogistica.eu/issues/2015/III_2015_02_Lascsakova.pdfexponential approximationnumerical modellingprice forecastingcommodity exchange |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Marcela Lascsáková |
spellingShingle |
Marcela Lascsáková THE ANALYSIS OF THE COMMODITY PRICE FORECASTING SUCCESS CONSIDERING DIFFERENT LENGTHS OF THE INITIAL CONDITION DRIFT Acta Logistica exponential approximation numerical modelling price forecasting commodity exchange |
author_facet |
Marcela Lascsáková |
author_sort |
Marcela Lascsáková |
title |
THE ANALYSIS OF THE COMMODITY PRICE FORECASTING SUCCESS CONSIDERING DIFFERENT LENGTHS OF THE INITIAL CONDITION DRIFT |
title_short |
THE ANALYSIS OF THE COMMODITY PRICE FORECASTING SUCCESS CONSIDERING DIFFERENT LENGTHS OF THE INITIAL CONDITION DRIFT |
title_full |
THE ANALYSIS OF THE COMMODITY PRICE FORECASTING SUCCESS CONSIDERING DIFFERENT LENGTHS OF THE INITIAL CONDITION DRIFT |
title_fullStr |
THE ANALYSIS OF THE COMMODITY PRICE FORECASTING SUCCESS CONSIDERING DIFFERENT LENGTHS OF THE INITIAL CONDITION DRIFT |
title_full_unstemmed |
THE ANALYSIS OF THE COMMODITY PRICE FORECASTING SUCCESS CONSIDERING DIFFERENT LENGTHS OF THE INITIAL CONDITION DRIFT |
title_sort |
analysis of the commodity price forecasting success considering different lengths of the initial condition drift |
publisher |
4S go, s.r.o. |
series |
Acta Logistica |
issn |
1339-5629 |
publishDate |
2015-09-01 |
description |
In the paper the numerical model based on the exponential approximation of commodity stock exchanges
was derived. The price prognoses of aluminium on the London Metal Exchange were determined as numerical solution
of the Cauchy initial problem for the 1st order ordinary differential equation. To make the numerical model more
accurate the idea of the modification of the initial condition value by the stock exchange was realized. By having
analyzed the forecasting success of the chosen initial condition drift types, the initial condition drift providing the most
accurate prognoses for the commodity price movements was determined. The suggested modification of the original
model made the commodity price prognoses more accurate. |
topic |
exponential approximation numerical modelling price forecasting commodity exchange |
url |
http://www.actalogistica.eu/issues/2015/III_2015_02_Lascsakova.pdf |
work_keys_str_mv |
AT marcelalascsakova theanalysisofthecommoditypriceforecastingsuccessconsideringdifferentlengthsoftheinitialconditiondrift AT marcelalascsakova analysisofthecommoditypriceforecastingsuccessconsideringdifferentlengthsoftheinitialconditiondrift |
_version_ |
1725459853173850112 |