A simulation-based product diffusion forecasting method using geometric Brownian motion and spline interpolation
This study addresses the problem of stochasticity in forecasting diffusion of a new product with scarce historical data. Demand uncertainties are calibrated using a geometric Brownian motion (GBM) process. The spline interpolation (SI) method and curve fitting process have been utilized to obtain pa...
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Taylor & Francis Group
2017
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oai:doaj.org-article:aca087f279bf4789be4943cdbc09f7822021-12-02T14:35:46ZA simulation-based product diffusion forecasting method using geometric Brownian motion and spline interpolation2331-197510.1080/23311975.2017.1300992https://doaj.org/article/aca087f279bf4789be4943cdbc09f7822017-01-01T00:00:00Zhttp://dx.doi.org/10.1080/23311975.2017.1300992https://doaj.org/toc/2331-1975This study addresses the problem of stochasticity in forecasting diffusion of a new product with scarce historical data. Demand uncertainties are calibrated using a geometric Brownian motion (GBM) process. The spline interpolation (SI) method and curve fitting process have been utilized to obtain parameters of the constructed GBM-based differential equation over the product’s life cycle (PLC). The constructed stochastic differential equation is coded as the forecast model and is simulated using MATLAB. The results are several sample demand paths generated from simulation of the forecast model. To evaluate the forecasting performance of the proposed method it is compared with Holt’s model, using actual data from the semiconductor industry. The comparison results confirm the applicability of the proposed method in the semiconductor industry. The method can be helpful for policy-makers who require the prediction of uncertain demand over a time horizon, such as decisions associated with aggregate production planning, capacity planning, and supply chain network design. Especially for the semiconductor industry with intensive capital investment the proposed approach can be useful for making decisions associated with capacity allocation and expansion.Najmeh MadadiAzanizawati Ma’aramKuan Yew WongTaylor & Francis Grouparticledemand forecaststochastic differential equationsimulationuncertaintiesgbminterpolationBusinessHF5001-6182Management. Industrial managementHD28-70ENCogent Business & Management, Vol 4, Iss 1 (2017) |
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demand forecast stochastic differential equation simulation uncertainties gbm interpolation Business HF5001-6182 Management. Industrial management HD28-70 |
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demand forecast stochastic differential equation simulation uncertainties gbm interpolation Business HF5001-6182 Management. Industrial management HD28-70 Najmeh Madadi Azanizawati Ma’aram Kuan Yew Wong A simulation-based product diffusion forecasting method using geometric Brownian motion and spline interpolation |
description |
This study addresses the problem of stochasticity in forecasting diffusion of a new product with scarce historical data. Demand uncertainties are calibrated using a geometric Brownian motion (GBM) process. The spline interpolation (SI) method and curve fitting process have been utilized to obtain parameters of the constructed GBM-based differential equation over the product’s life cycle (PLC). The constructed stochastic differential equation is coded as the forecast model and is simulated using MATLAB. The results are several sample demand paths generated from simulation of the forecast model. To evaluate the forecasting performance of the proposed method it is compared with Holt’s model, using actual data from the semiconductor industry. The comparison results confirm the applicability of the proposed method in the semiconductor industry. The method can be helpful for policy-makers who require the prediction of uncertain demand over a time horizon, such as decisions associated with aggregate production planning, capacity planning, and supply chain network design. Especially for the semiconductor industry with intensive capital investment the proposed approach can be useful for making decisions associated with capacity allocation and expansion. |
format |
article |
author |
Najmeh Madadi Azanizawati Ma’aram Kuan Yew Wong |
author_facet |
Najmeh Madadi Azanizawati Ma’aram Kuan Yew Wong |
author_sort |
Najmeh Madadi |
title |
A simulation-based product diffusion forecasting method using geometric Brownian motion and spline interpolation |
title_short |
A simulation-based product diffusion forecasting method using geometric Brownian motion and spline interpolation |
title_full |
A simulation-based product diffusion forecasting method using geometric Brownian motion and spline interpolation |
title_fullStr |
A simulation-based product diffusion forecasting method using geometric Brownian motion and spline interpolation |
title_full_unstemmed |
A simulation-based product diffusion forecasting method using geometric Brownian motion and spline interpolation |
title_sort |
simulation-based product diffusion forecasting method using geometric brownian motion and spline interpolation |
publisher |
Taylor & Francis Group |
publishDate |
2017 |
url |
https://doaj.org/article/aca087f279bf4789be4943cdbc09f782 |
work_keys_str_mv |
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_version_ |
1718391092015005696 |