Oct 16 – 18, 2025
Africa/Casablanca timezone
CLIMATE SOLUTIONS FOR A SUSTAINABLE FUTURE

Analyzing Daily Profit Variability in Moroccan Sardine Fisheries: A Markov Chain-Based Bioeconomic Model

Oct 16, 2025, 6:05 PM
10m
Dar Souiri

Dar Souiri

In-person oral presentation Climate Data, Risks and Impacts Session 2 : Climate Data, Risks and Impacts

Speaker

Khalid OUTAAOUI (Laboratory of Mathematics, Modeling, and Automatic Systems, Cadi Ayyad University, Marrakech, Morocco)

Description

This study evaluates daily profit variability in Morocco’s sardine fisheries by combining a Markov-chain bioeconomic framework with a differential-equation logistic growth model for sardine biomass. Focusing on the Atlantic waters off Agadir and projecting to 2025, the model links population dynamics to economic performance while explicitly capturing weather-driven operational uncertainty. Historical weather records are distilled into three discrete states—Good, Medium, and Bad—whose transition probabilities feed a daily profit simulator. Results show that spring and summer deliver the highest expected returns with the lowest downside risk, whereas winter is marked by greater volatility and reduced profitability. The analysis identifies an optimal fishing effort of roughly 583 trips (or effort units), yielding a maximum expected annual profit of about 9.9 million MAD at an equilibrium biomass near 1.03 million kg—parameters consistent with sustainable harvesting. Seasonal transition matrices, daily weather-forecast algorithms, and state-contingent profit estimates are provided to support adaptive decision-making. By embedding environmental uncertainty into economic projections, the framework offers actionable guidance for fishery managers and skippers seeking to balance profitability with long-term stock sustainability, ultimately supporting the resilience of Morocco’s coastal communities.

Primary author

Khalid OUTAAOUI (Laboratory of Mathematics, Modeling, and Automatic Systems, Cadi Ayyad University, Marrakech, Morocco)

Co-authors

Ms Ilham AIT EL HARCH (Laboratory of Mathematics and Population Dynamics UCA ,Cadi Ayyad, Marrakech, Morocco.) Prof. Youssef EL FOUTAYENI (Laboratory of Mathematics and Population Dynamics UCA ,Cadi Ayyad, Marrakech, Morocco.)

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