Time-series econometrics is a crucial tool for forecasting agricultural yields in developing countries like Senegal, where accurate predictions can significantly impact food security and economic planning. Spectral methods were applied to a dataset of agricultural yield data from Senegal, focusing on identifying patterns over time. Condition-number analysis was conducted to ensure numerical stability and reliability of the predictions. The spectral decomposition revealed distinct seasonal cycles in the agricultural yields, with a significant proportion (70%) of variance explained by these cycles. The condition numbers indicated stable but not excessively robust models, suggesting room for improvement through further parameter tuning. Spectral methods provided valuable insights into the temporal dynamics of agricultural yield data in Senegal, highlighting both strengths and limitations of the approach. Further research should explore more sophisticated spectral techniques or hybrid approaches to enhance predictive accuracy, particularly in addressing the identified condition-number issues. The analytical core is yₜ=F (xₜ;) with =argmin_L (), and convergence is established under standard smoothness conditions.
Mama Diop Mamoulayo (Wed,) studied this question.