Multifractal wavelet dynamic mode decomposition modeling for marketing time series
Mohamed Elshazli A. Zidan, Anouar Ben Mabrouk, Nidhal Ben Abdallah and, Tawfeeq M. Alanazi

TL;DR
This paper introduces a multifractal wavelet dynamic mode decomposition approach to analyze marketing time series, aiming to improve understanding and forecasting of brand sales and prices across different time scales.
Contribution
It combines dynamic mode decomposition with wavelet analysis to model marketing time series, addressing the impact of time scales on sales persistence and forecasting accuracy.
Findings
Effective modeling of sales and price data across multiple time scales.
Insights into how brand characteristics influence sales persistence.
Enhanced forecasting capabilities for marketing time series.
Abstract
Marketing is the way we ensure our sales are the best in the market, our prices the most accessible, and our clients satisfied, thus ensuring our brand has the widest distribution. This requires sophisticated and advanced understanding of the whole related network. Indeed, marketing data may exist in different forms such as qualitative and quantitative data. However, in the literature, it is easily noted that large bibliographies may be collected about qualitative studies, while only a few studies adopt a quantitative point of view. This is a major drawback that results in marketing science still focusing on design, although the market is strongly dependent on quantities such as money and time. Indeed, marketing data may form time series such as brand sales in specified periods, brand-related prices over specified periods, market shares, etc. The purpose of the present work is to…
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Taxonomy
TopicsComplex Systems and Time Series Analysis
