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This section provides an overview of the study area and the earthquake location as well as the concept of Multi-Criteria Decision-Making (MCDM) and its significance in the context of disaster risk reduction. After that, we introduce Analytic Hierarchy Process (AHP) as a powerful MCDM tool and explore its key steps in various decision-making scenarios. Following that, we outline the step-by-step process of applying AHP to earthquake management strategies based on multiple criteria. Subsequently, the rationale behind selecting the AHP within the MCDM framework as the preferred method for the comprehensive assessment of earthquake management strategies in Morocco, and the reasons for choosing it over alternative MCDM models, is elucidated.
Study area and earthquake location
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The study area for this research is the Kingdom of Morocco, a country located in North Africa. Morocco is characterized by a diverse landscape, which includes the Atlas Mountains, coastal regions along the Atlantic Ocean and Mediterranean Sea, as well as arid deserts to the south[1] (left panel of Fig. 4).
The specific earthquake event that underpins this study occurred on September 08, 2023, when a magnitude-6.8 earthquake struck at 11:11 PM local time. This seismic event had its epicenter situated approximately 45 miles (72 km) southwest of Marrakech, a major city in Morocco, within the Al Haouz province (right panel of Fig. 4). The earthquake's focus was relatively shallow, occurring at a depth of only 11.2 miles (18 km) below the surface, as reported by the United States Geological Survey. This shallow depth resulted in more significant shaking at the Earth's surface, intensifying the impact on the local region[1, 53].
The earthquake caused widespread damage and loss of life in the region. According to the Moroccan government, the earthquake resulted in over 2,800 deaths and more than 2,500 injuries[54]. The city of Marrakech, a UNESCO World Heritage site, was particularly affected, with many historic sites damaged or destroyed[55]. The Kutubiyya Mosque, Marrakech's crown jewel, remained standing after the quake, but the Kharbouch Mosque and parts of the old city walls collapsed[56]. In total, there were over 392 damaged structures and over 347 potentially damaged structures in the area[53].
The location of this earthquake is of particular importance to our study as it exemplifies the seismic vulnerability and risk associated with the Moroccan context. This earthquake event serves as a focal point for assessing and improving earthquake management strategies in this region, particularly in areas prone to seismic activity such as the Al Haouz province.
Understanding Multi-Criteria Decision-Making (MCDM) in disaster risk reduction
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MCDM, or Multi-Criteria Decision-Making, is a structured approach to decision-making that considers multiple criteria or attributes simultaneously. It acknowledges that in many real-world scenarios, decisions are not based on a single criterion but involve several factors that may have different levels of importance or significance[59]. MCDM provides a framework for:
1. Identifying Criteria: Defining and selecting the relevant criteria or factors that are essential in the decision-making process.
2. Assigning Weights: Assigning relative weights or importance values to each criterion to reflect its significance in the decision. This step acknowledges that some criteria may carry more weight than others.
3. Evaluating Alternatives: Assessing various alternatives or options based on their performance with respect to each criterion.
4. Aggregating and Ranking: Combining the evaluations for all criteria to generate an overall ranking or score for each alternative, allowing for comparison and decision-making.
In the context of disaster risk reduction, MCDM plays a crucial role in making informed, systematic, and objective decisions to minimize the impact of disasters. When allocating resources for disaster preparedness, response, or recovery, MCDM assists in prioritizing projects or initiatives based on criteria like potential impact reduction, cost-effectiveness, and community resilience. By applying MCDM to disaster risk reduction, decision-makers can make more informed, transparent, and equitable choices that ultimately lead to more effective strategies for reducing the impact of disasters on communities and infrastructure. It helps prioritize actions that save lives, reduce economic losses, and build resilience in the face of natural hazards[60,61].
Key phases in Analytic Hierarchy Process (AHP) as a multi-criteria decision-making model
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The Analytic Hierarchy Process (AHP) is a powerful Multi-Criteria Decision-Making (MCDM) tool that facilitates complex decision-making by systematically structuring and prioritizing multiple criteria and alternatives[62,63]. Developed by Thomas L. Saaty in the 1970s, MCDM has found extensive utility across various domains, including its role in identifying suitable regions for projects like photovoltaic and concentrated solar power initiatives[64,65], assessing onshore wind energy potential[66], examining the feasibility of offshore wind energy ventures[67], and investigating opportunities for offshore floating photovoltaic installations[68].
Pant et al.[69] investigate the use of artificial intelligence, the Internet of Things, and Blockchain to simplify complex monitoring and maintenance tasks in various systems. It employs the analytical hierarchy process (AHP) to rank health management practices in a smart healthcare system. Four criteria are considered, including a calm state of mind and a good immune system. The study evaluates two alternatives, exercise, and a nutritious diet, finding that a calm state of mind is the most crucial criterion, and inculcating awareness is the least important. The nutritious diet is given a higher weightage of 58%, indicating its superiority over exercise (42%) in weight management. Overall, the research highlights the potential of multi-criteria decision-making methods in addressing real-world problems, offering insights into effective health management practices.
Moreover, the specialized application of MCDM-AHP has extended to the realm of cybersecurity solutions within smart grid environments, demonstrating its integration with artificial intelligence[70,71], as showcased in the recent research conducted by Bouramdane in 2023[36]. Additionally, the same author has applied this approach to assess water management strategies in smart cities[37] including water desalination[72].
In a recent study, Bouramdane[73] conducted a thorough assessment of hydrogen production technologies in Morocco. Their evaluation, utilizing the MCDM-AHP methodology, took into account factors such as technological feasibility, economic viability, environmental impact, and social acceptance. The research identified certain high-performing technologies, including Autothermal Reforming with Carbon Capture and Storage, as well-suited for hydrogen production in Morocco. Additionally, moderate-performing technologies like photovoltaic and concentrated solar power demonstrated promise. However, low-performing technologies may encounter challenges in meeting specified criteria. The study emphasizes the significance of stakeholder perspectives, particularly in renewable penetration scenarios, influencing the suitability of technologies. These insights are crucial for guiding decision-makers toward achieving energy independence and climate goals. For more detailed information on hydrogen technologies, readers are encouraged to consult Bouramdane's work[74−78].
MCDM-AHP offers a structured and mathematically rigorous framework for addressing decision problems with multiple factors and stakeholders[79,80].
Hierarchy-based decision-making
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At its core, AHP organizes a decision problem into a hierarchical structure consisting of three main levels[81−83]:
● Goal/Objective: At the top level, there is the overarching goal or objective of the decision problem. This represents the ultimate aim or purpose of the decision-making process.
● Criteria: Below the goal, the second level comprises criteria or factors that are relevant to achieving the goal. These criteria are the aspects or dimensions by which the alternatives will be evaluated.
● Alternatives: The lowest level consists of the alternative options or choices available for the decision. These could be potential solutions, strategies, or courses of action.
Pairwise comparisons
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A key feature of AHP is the systematic use of pairwise comparisons, where decision-makers compare the relative importance or preference of criteria and alternatives in relation to one another. Pairwise comparisons help quantify subjective judgments and capture the relative importance of criteria and alternatives. The pairwise comparison between elements i and j at level k is denoted as
. The Saaty scale values are used to express preferences, typically ranging from 1 (equal importance) to 9 (extremely more important)[84]. The reciprocal property is also applied, meaning that$ a_{ij}^{(k)} $ .$ a_{ij}^{(k)} = \frac{1}{a_{ji}^{(k)}} $ Priority vectors
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To calculate the priority vector for a set of elements at level k, we use the following equations:
$ w_i^{(k)} = \dfrac{1}{n} \sum\limits_{j = 1}^{n} a_{ij}^{(k)} \quad \text{for } i = 1, 2, \ldots, n $ (1) Where,
is the weight of element i at level k; n is the number of elements at level k.$ w_i^{(k)} $ The normalized priority vector is obtained by dividing each weight by the sum of all weights:
$ w_i^{(k)} = \dfrac{w_i^{(k)}}{\sum_{i = 1}^{n} w_i^{(k)}} $ (2) Consistency assessment
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AHP includes a mathematical consistency check to ensure that the pairwise comparison judgments are logical and do not contain inconsistencies or contradictions. This feature enhances the reliability of the decision-making process. The consistency ratio (CR) is used to check the consistency of judgments. It is calculated as follows:
$ CR = \dfrac{\lambda_{\max} - n}{n - 1} $ (3) Where,
is the largest eigenvalue of the pairwise comparison matrix.$ \lambda_{\max} $ Mathematical aggregation
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After obtaining the pairwise comparison matrices, AHP employs mathematical methods, specifically eigenvector and eigenvalue calculations, to aggregate the judgments and determine the relative weights or priorities of criteria and alternatives.
Final decision and sensitivity analysis
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With the calculated weights, AHP allows for the ranking of alternatives based on their overall performance with respect to the criteria. Sensitivity analysis can be conducted to assess the robustness of the decision to changes in judgments or criteria weights.
The AHP framework for effective earthquake risk management
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Applying the Analytic Hierarchy Process (AHP) to earthquake management involves a systematic series of steps to prioritize and make informed decisions regarding earthquake preparedness, mitigation, response, and recovery strategies. The key steps involved in using AHP for earthquake management are[80] (Fig. 5):
Figure 5.
Analytical Hierarchy Process (AHP) algorithm: a systematic method for evaluating and prioritizing earthquake management strategies using multiple criteria. Source: the author's own elaboration.
1. Define the Decision Problem: We clearly articulate the specific decision problem related to earthquake management. This could involve selecting the most effective mitigation strategy, prioritizing resource allocation for response efforts, or evaluating different preparedness initiatives.
2. Establish the Hierarchy: We develop a hierarchical structure that breaks down the decision problem into three main levels: goal/objective, criteria, and alternatives.
● Goal/Objective: We define the overarching goal of earthquake management as 'minimize the impact of earthquakes on lives and infrastructure'.
● Criteria: We identify the criteria that will be used to evaluate the alternatives.
● Alternatives: We list the available options or strategies for earthquake management.
3. Pairwise Comparisons: For each pair of criteria and alternatives within the hierarchy, we conduct pairwise comparisons to determine their relative importance or performance. We use a scale from 1 to 9, where 1 means both elements are equally important or perform equally, and 9 indicates extreme importance or performance difference[36] (Table 1). Decision-makers or experts should provide their judgments on these comparisons. These judgments can be collected through surveys or interviews.
Table 1. Pairwise comparison matrix between criteria.
C1 C2 C3 C4 C5 C6 C7 C8 C1 1 3 2 2 1 2 2 3 C2 1/3 1 2 2 3 1 1 1/3 C3 1/2 1/2 1 2 1/2 2 1 1/2 C4 1/2 1/2 2 1 2 1 2 1 C5 1 3 1/2 1/2 1 1/2 1/2 1 C6 1/2 1 1/2 1/2 2 1 1 1/2 C7 1/2 1/2 1 2 1/2 2 1 1/2 C8 1/3 3 1/2 1/2 1/3 1/2 1/2 1 In this study, the judgments used to conduct pairwise comparison matrices are obtained from a combination of logic and a comprehensive literature review, rather than solely relying on expert opinions. This approach enhances the objectivity and transparency of the decision-making process, particularly when expert consensus is challenging to obtain or when there is a need to incorporate a broader range of perspectives.
4. Create Pairwise Comparison Matrices: We transform the judgments obtained from pairwise comparisons into matrices. Each matrix represents the relative importance or performance of one set of criteria or alternatives compared to another. Then, we normalize these matrices to ensure they have consistent row or column sums, reflecting the relative weights.
5. Calculate Priority Weights: We use mathematical methods, such as the eigenvalue-eigenvector method, to calculate the priority weights for criteria and alternatives. These weights represent the relative importance or contribution of each criterion and alternative to the overall decision.
6. Consistency Check: We assess the consistency of the pairwise comparisons by calculating a Consistency Ratio (CR). A low CR indicates that the comparisons are consistent and reliable. If the CR exceeds a predefined threshold (typically 0.1 or 10%), it may indicate inconsistencies in the judgments, and reviewers may need to revisit and revise their judgments.
7. Aggregating Scores: We combine the priority weights obtained for criteria and alternatives to compute an overall score for each alternative. The score represents the performance of each alternative concerning the overarching goal and the defined criteria.
8. Rank and Select Alternatives: Based on the aggregated scores, we rank the alternatives from highest to lowest. The alternative with the highest score is the recommended choice for the given earthquake management objective.
9. Decision Communication: Through this research, we communicate the results of the AHP analysis to stakeholders, decision-makers, and the public.
By following these steps, AHP can provide a structured and systematic approach to prioritizing and selecting earthquake management strategies that align with the overarching goal and the preferences of stakeholders involved in the decision-making process.
In selecting the alternatives (A1−A10) and criteria (C1−C8) for our evaluation of earthquake management strategies using the Multi-Criteria Decision-Making Analytic Hierarchy Process (MCDM-AHP), a comprehensive approach was taken to ensure relevance, inclusivity, and alignment with established best practices. The basis for the selection process drew upon a rigorous review of existing literature, international frameworks, and expert opinions in the field of disaster risk reduction and earthquake management[85−87]. Alternatives were chosen to represent a diverse range of strategies commonly employed in earthquake management, with reference to guidelines provided by respected organizations such as the United Nations International Strategy for Disaster Reduction (UNISDR)[88,89] and the Federal Emergency Management Agency (FEMA). Criteria selection was guided by a similar process, with careful consideration given to factors deemed critical for evaluating the effectiveness, feasibility, and impact of earthquake management strategies. Additionally, international standards were consulted to ensure alignment with recognized principles of risk management. Furthermore, discussions with subject matter experts and practitioners in the field helped validate the relevance and comprehensiveness of the chosen alternatives and criteria[90−92]. Overall, the selection process aimed to establish a robust framework that would facilitate a thorough and systematic assessment of earthquake management strategies, contributing to informed decision-making in disaster risk reduction efforts.
Alternatives
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Earthquake management strategies typically involve a combination of preparedness, mitigation, and response measures:
1. (A1) Building Codes and Construction Standards: Governments often implement strict building codes and standards to ensure that new construction projects are earthquake resistant[7,8]. Retrofitting older buildings to meet these standards is also a common practice.
2. (A2) Early Warning Systems: Some regions have early warning systems that can detect seismic activity and send alerts to people in affected areas seconds to minutes before the shaking begins, allowing them to take protective measures[17,18].
3. (A3) Public Education and Awareness: Public education campaigns inform residents about earthquake risks and safety measures. This includes knowing what to do during an earthquake, creating emergency kits, and having evacuation plans[20,21].
4. (A4) Land Use Planning: Communities may restrict development in earthquake-prone areas or require that new construction projects undergo seismic risk assessments[31].
5. (A5) Emergency Response Plans: Governments and local authorities develop comprehensive response plans, including search and rescue teams, medical facilities, and logistics for providing aid to affected areas[22,93].
6. (A6) International Cooperation: Earthquake-prone regions often collaborate with international organizations and neighboring countries to share information, resources, and expertise in earthquake management[94,95].
7. (A7) Research and Monitoring: Continuous monitoring of seismic activity and geological studies help scientists and authorities understand earthquake patterns and improve prediction and response[96].
8. (A8) Infrastructure Resilience: Critical infrastructure such as bridges, dams, and power plants may be designed or retrofitted to withstand earthquakes[97,98].
9. (A9) Community Preparedness: Encouraging communities to be self-sufficient during the aftermath of an earthquake by stockpiling supplies and organizing community response teams[22,23].
10. (A10) Insurance and Financial Preparedness: Promoting earthquake insurance and financial preparedness measures to help individuals and businesses recover from earthquake-related losses[99,100].
These strategies encompass various aspects of earthquake preparedness, mitigation, and response, emphasizing the importance of a multi-faceted approach to reduce the impact of earthquakes on communities and infrastructure[2,3]. These strategies aim to reduce the impact of earthquakes on lives, property, and the economy by emphasizing prevention, preparedness, and resilience. It is important to note that the specific strategies and their effectiveness can vary from one region or country to another based on their seismic risk, resources, and local conditions[4,5].
Criteria
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When evaluating earthquake management strategies, various criteria should be considered to assess their effectiveness and suitability for a particular region or context[38,101]. The criteria that can be used to evaluate these earthquake management strategies include:
1. (C1) Effectiveness in Risk Reduction, Timeliness and Responsiveness, and Infrastructure Resilience:
● Efficacy in Risk Reduction: It consists of assessing how well each strategy contributes to reducing the overall risk associated with earthquakes, including minimizing the potential for loss of life, property damage, and economic impact[102].
● Timeliness and Responsiveness: It consists of assessing the ability of strategies, particularly early warning systems and emergency response plans, to provide timely and effective responses during seismic events[103].
● Infrastructure Resilience: Assess the resilience of critical infrastructure, such as bridges and power plants, to withstand earthquakes, ensuring they meet or exceed seismic resilience standards[97, 98].
2. (C2) Cost-Effectiveness: It consists of evaluating the cost-effectiveness of implementing each strategy, considering the financial resources required and the long-term benefits in terms of risk reduction and resilience[104,105].
3. (C3) Inclusivity and Social Equity: Accessibility and Equity: It consists of examining whether the strategies are accessible and equitable, ensuring that all segments of the population, including vulnerable and marginalized communities, can benefit from them[106].
● Community Engagement: It consists of measuring the extent to which communities are actively engaged in the planning and implementation of strategies, promoting community ownership and participation[26].
● Community Preparedness Levels: Evaluate the level of community preparedness and the extent to which communities have stockpiled suppliers, organized response teams, and implemented evacuation plans[22, 23].
● Effectiveness of Public Education: It consists of gauging the effectiveness of public education campaigns in increasing awareness, knowledge, and preparedness among residents[20,21].
● Public Perception and Acceptance: It consists of assessing the perception and acceptance of strategies among the public, as community buy-in and support are crucial for their success[25].
4. (C4) Adaptability and Flexibility:
● Adaptability and Flexibility: It consists of evaluating the adaptability of strategies to changing seismic risks and their flexibility in responding to evolving disaster scenarios[107,108].
● Local Context and Adaptation: Consider the local seismic risk, available resources, and unique characteristics of the region, as strategies may need to be adapted to specific contexts[109].
5. (C5) Environmental Impact and Reduction of Long-Term Vulnerabilities:
● Environmental Impact: It consists of considering the environmental impact of strategies, especially in the case of infrastructure projects, and assessing whether they adhere to sustainable and eco-friendly practices[110,111].
● Reduction of Long-Term Vulnerabilities: It consists of examining how well strategies contribute to reducing long-term vulnerabilities, ensuring that communities are more resilient in the aftermath of earthquakes[112,113].
6. (C6) Compliance with Standards and Insurance Uptake:
● Compliance with Safety Standards: It consists of verifying whether building codes, construction standards, and retrofitting practices meet established earthquake resistance standards and guidelines[114, 115].
● Insurance Uptake: Measure the uptake of earthquake insurance and financial preparedness measures among individuals and businesses in the region[3,116].
7. (C7) Interagency Collaboration: It consists of evaluating the level of collaboration and coordination between government agencies, local authorities, and international partners in implementing strategies[117, 118].
8. (C8) Data Utilization: Determine how well strategies leverage research, monitoring, and data analysis to improve earthquake prediction, response, and recovery efforts[119].
These criteria provide a comprehensive framework for evaluating earthquake management strategies, allowing decision-makers to make informed choices based on their specific goals, priorities, and the unique characteristics of the region or community they are addressing.
Considerations for choosing MCDM-AHP over other models in earthquake management strategy assessment
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While various Multi-Criteria Decision-Making (MCDM) models exist for assessing earthquake management strategies, the choice of the Analytic Hierarchy Process (AHP) over other models in our study are influenced by several key considerations. This section outlines why MCDM-AHP was selected as the preferred method and highlights some limitations of other MCDM models for our specific research in Morocco.
1. Structured Hierarchy and Pairwise Comparisons: AHP's structured hierarchy and pairwise comparisons make it particularly suitable for our research. In earthquake management, we deal with a wide range of criteria and sub-criteria, and AHP provides a systematic approach for organizing and comparing these elements. The pairwise comparisons allow decision-makers to assess the relative importance of criteria, fostering transparency and a more comprehensive evaluation.
2. Transparency and Stakeholder Involvement: AHP excels in promoting transparency and stakeholder involvement. In the context of earthquake management, where decisions can have profound societal impacts, transparency and the engagement of various stakeholders are critical. AHP allows stakeholders to contribute their judgments and preferences, enhancing the legitimacy of the decision-making process. This participatory approach ensures that the selected strategies align with the values and priorities of the local community.
3. Consistency and Sensitivity Analysis: The consistency check in AHP is a valuable feature for ensuring the reliability of results. It helps identify and rectify inconsistencies in the decision-makers' judgments. Additionally, AHP offers sensitivity analysis, enabling stakeholders to understand how changes in criteria weights affect the final rankings of strategies. This feature enhances the robustness of the decision-making process, which is vital in earthquake management.
4. Adaptability to Varied Contexts: AHP's adaptability is advantageous when assessing earthquake management strategies in diverse regions. Decision-makers can customize the criteria and sub-criteria to suit the specific challenges and priorities of a particular area. This adaptability makes AHP a versatile tool for earthquake management assessment in different contexts.
5. Established Use in Disaster Management: AHP has a history of successful use in disaster management and risk assessment. Its application in various domains, including earthquake risk reduction, has yielded valuable insights and results. This established use provides a level of confidence in the method's effectiveness and reliability.
MCDM techniques provide valuable tools for evaluating complex systems like earthquake management strategies. Among these techniques, AHP stands out as a widely used method due to its ability to handle both qualitative and quantitative criteria. However, various other MCDM techniques offer unique advantages and face distinct challenges when applied to the evaluation of earthquake management strategies.
Technique for Order of Preference by Similarity to Ideal Solution (TOPSIS) ranks alternatives based on their distance from the ideal solution and the furthest distance from the negative ideal solution, providing a clear preference order. Compared to AHP, TOPSIS is relatively straightforward and easy to understand, making it accessible to decision-makers with varying levels of expertise. TOPSIS is less sensitive to changes in input data compared to AHP, resulting in more stable decision outcomes. However, TOPSIS assumes linear relationships between criteria and alternatives, which may not always hold true in complex decision environments. TOPSIS requires all criteria to be expressed in quantitative terms, which may be challenging when dealing with qualitative or subjective criteria. The effectiveness of TOPSIS heavily relies on the proper normalization of criteria values, which can be challenging and subjective in practice[120].
Elimination and Choice Expressing Reality (ELECTRE) allows decision-makers to explicitly model their preferences and trade-offs between criteria, providing a transparent decision-making process. ELECTRE can accommodate non-compensatory preferences, where the performance of an alternative in one criterion cannot compensate for its poor performance in another criterion. ELECTRE's outranking approach provides a robust framework for dealing with uncertainty and imprecision in decision-making. However, ELECTRE requires decision-makers to set several parameters, such as concordance and discordance thresholds, which can be challenging and subjective. Aggregating individual preference relations into an overall ranking can be complex, especially when dealing with a large number of alternatives and criteria. Like other MCDM techniques, ELECTRE is sensitive to criteria weights, and small changes in weights can sometimes lead to significant differences in decision outcomes[121].
Preference Ranking Organization METHod for Enrichment Evaluations (PROMETHEE) offers flexibility in modeling preferences through various preference functions, allowing decision-makers to capture different types of preference structures. PROMETHEE provides visual representations, such as preference graphs and outranking flows, which facilitate interpretation and communication of decision outcomes. PROMETHEE can handle partial rankings and incomplete preference information, making it suitable for decision-making scenarios with limited data availability. However, PROMETHEE involves complex mathematical calculations, particularly when dealing with large decision problems, which can be computationally demanding. Like other MCDM techniques, PROMETHEE requires decision-makers to set parameters, such as preference functions and indifference thresholds, which can introduce subjectivity into the decision process. PROMETHEE lacks robust sensitivity analysis tools to assess the robustness of decision outcomes to changes in input data or parameters[122].
Simple Additive Weighting (SAW) is straightforward and easy to understand, making it accessible to decision-makers with limited technical expertise. SAW involves simple calculations, which can be computationally efficient, particularly for small to medium-sized decision problems. SAW provides transparency in decision-making by directly aggregating criteria weights with performance scores to generate overall rankings. However, SAW assumes linear relationships between criteria and alternatives, which may not always hold true in real-world decision environments. SAW cannot accommodate non-compensatory preferences, where poor performance in one criterion cannot be offset by high performance in another criterion. Eliciting accurate and meaningful criteria weights from decision-makers can be challenging and subjective, potentially leading to biased decision outcomes[123].
In summary, various MCDM techniques offer distinct advantages and face specific challenges in evaluating earthquake management strategies. Decision-makers should carefully assess the suitability of each technique based on the characteristics of their decision problem, the availability of data, and the preferences of stakeholders. Additionally, sensitivity analysis and robustness checks can help mitigate the limitations associated with individual techniques, leading to more informed and reliable decision-making processes.
In conclusion, while other MCDM models have their strengths, the Analytic Hierarchy Process (AHP) was chosen for our study on earthquake management strategies in Morocco due to its structured hierarchy, transparency, stakeholder involvement, consistency checks, adaptability, and established track record in disaster management. These qualities make AHP a powerful tool for addressing the complex and critical challenges of earthquake risk reduction in the Moroccan context.
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In this section, we present the results of the Multi-Criteria Decision-Making (MCDM), particularly the Analytic Hierarchy Process (AHP), for evaluating earthquake management strategies based on the defined criteria. The pairwise comparison matrices between criteria (Table 1) and between alternatives (Table 2) were used to derive the relative weights of criteria (Fig. 6) and the weighted sums of strategies (Fig. 7).
Table 2. Pairwise comparison matrix between alternatives.
A1 A2 A3 A4 A5 A6 A7 A8 A9 A10 A1 1 2 1/2 1/2 1/2 1/2 1/2 1/2 1/2 1/2 A2 1/2 1 1/2 1/2 2 2 1/2 1/2 1/2 1/2 A3 2 2 1 1 1/2 1/2 1 1 1 1 A4 2 2 1 1 1 1/2 1 1 1 1 A5 2 1/2 1/2 1/2 1 1/2 1/2 1/2 1 1/2 A6 2 1/2 1/2 1/2 1/2 1 1/2 1/2 1 1/2 A7 1/2 1/2 1 1 1/2 1/2 1 1 1 1 A8 1/2 1/2 1 1 1/2 1/2 1 1 1 1 A9 1/2 1/2 1 1 1/2 1/2 1 1 1 1 A10 1/2 1/2 1 1 1/2 1/2 1 1 1 1 Figure 7.
Weighted sums of earthquake management strategies. Source: Own elaboration based on the methodology section.
Pairwise comparison matrix between criteria
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The pairwise comparison matrix between criteria (Table 1) is a crucial component of the AHP methodology, and it provides insights into the relative importance or preference of one criterion over another. In this case, the matrix is used to compare and assess the importance of each criterion in evaluating earthquake management strategies.
Each row and column in the matrix (Table 1) corresponds to one of the criteria (C1 to C8) used for evaluating earthquake management strategies.
The numbers in the matrix represent the relative importance or preference of one criterion compared to another. The comparisons are made using a scale that ranges from 1 to 3, with 1 indicating equal importance or preference and values greater than 1 indicating that one criterion is considered more important or preferable than the other. Conversely, values less than 1 indicate that one criterion is considered less important or preferable than the other.
C1 (effectiveness in risk reduction) has a relative importance score of 1 compared to itself, as it is the diagonal element of the matrix. This means that C1 is considered equally important as itself, which is expected.
C2 (cost-effectiveness) has a relative importance score of 3 when compared to C1. This suggests that cost-effectiveness (C2) is considered significantly more important than effectiveness in risk reduction (C1) in the context of evaluating earthquake management strategies.
C3 (inclusivity and social equity), which includes accessibility and equity, community engagement, community preparedness levels, effectiveness of public education, public perception, and acceptance, has a relative importance score of 2 when compared to C1. This indicates that C3 is considered somewhat more important than C1.
C4 (adaptability and flexibility) has a relative importance score of 1/2 when compared to C1, suggesting that C1 is considered more important than C4 in the context of evaluating earthquake management strategies.
C5 (environmental impact and reduction of long-term vulnerabilities) is considered equally important to C1 with a score of 1.
C6 (compliance with standards and insurance uptake) has a relative importance score of 2 when compared to C1.
C7 (interagency collaboration) has a relative importance score of ½ when compared to C1. This means that interagency collaboration (C7) is considered less important than effectiveness in risk reduction (C1) in the context of evaluating earthquake management strategies.
C8 (data utilization) has a relative importance score of 3 when compared to C1, indicating that data utilization (C8) is considered significantly more important than effectiveness in risk reduction (C1).
Pairwise Comparison Matrix Between Alternatives
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The pairwise comparison matrix between alternatives (Table 2) is a critical component of the AHP methodology. It is used to compare and assess the relative importance or preference of one alternative over another in the context of evaluating earthquake management strategies.
Each row and column in the matrix (Table 2) corresponds to one of the earthquake management strategies (A1 to A10).
The numbers in the matrix represent the relative importance or preference of one alternative compared to another. The comparisons are made using a scale that ranges from 1 to 2, with 1 indicating equal importance or preference and 2 indicating that one alternative is considered more important or preferable than the other. Conversely, values less than 1 indicate that one alternative is considered less important or preferable than the other.
A1 (building codes and construction standards) has a relative importance score of 1 compared to itself, as it is the diagonal element of the matrix. This means that A1 is considered equally important as itself, which is expected.
A2 (early warning systems) has a relative importance score of 2 when compared to A1. This suggests that early warning systems (A2) are considered more important than A1 (building codes and construction standards) in the context of earthquake management strategies.
A3 (public education and awareness) has a relative importance score of ½ when compared to A1. This indicates that A1 is considered more important than A3.
A4 (land use planning) has a relative importance score of ½ when compared to A1, suggesting that A1 is considered more important than A4.
A5 (Emergency Response Plans) has a relative importance score of ½ when compared to A1.
A6 (international cooperation) has a relative importance score of ½ when compared to A1.
A7 (research and monitoring) has a relative importance score of ½ when compared to A1.
A8 (infrastructure resilience) has a relative importance score of ½ when compared to A1.
A9 (community preparedness) has a relative importance score of ½ when compared to A1.
A10 (insurance and financial preparedness) has a relative importance score of ½ when compared to A1.
Consistency assessment of analysis results
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The consistency of the results in the Multi-Criteria Decision-Making (MCDM)-Analytic Hierarchy Process (AHP) is a crucial step to ensure the reliability of the derived priorities. It helps determine if the pairwise comparisons made by the decision-maker are consistent with each other.
Two Consistency Indices (CI) are calculated for the pairwise comparison matrices, one for criteria and another for alternatives. These indices assess the degree of consistency in the comparisons. Typically, a CI below a certain threshold is considered acceptable.
For the pairwise comparison matrix between criteria, we calculate a Consistency Index (CI) of 0.03. This CI value represents the degree of inconsistency in the comparisons made among the criteria. Since this CI is below the acceptable threshold of 0.1, we can conclude that the results are consistent. In other words, the comparisons made between criteria are sufficiently consistent and can be relied upon for further analysis.
Moving on to the pairwise comparison matrix between alternatives, we calculate a Consistency Index (CI) of 0.02. This CI value assesses the consistency of the comparisons made among the earthquake management strategies. Similar to the criteria matrix, the CI for alternatives is also below the acceptable threshold. Therefore, we can confidently conclude that the results of the comparisons between alternatives are consistent.
In summary, both the pairwise comparison matrix between criteria and the pairwise comparison matrix between alternatives have consistency indices below the acceptable threshold, indicating a high degree of consistency in the decision-maker’s judgments. This consistency enhances the reliability of the priorities and weights assigned to criteria and alternatives in the MCDM-AHP analysis, making the results a robust foundation for earthquake management strategy evaluation and decision-making.
Criteria importance and weighting analysis
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The relative weights of criteria represent their importance or significance in the context of evaluating earthquake management strategies. These weights are essential because they reflect the priorities assigned to each criterion by the decision-maker or stakeholders (Fig. 6).
C1 (effectiveness in risk reduction) is assigned a relatively high weight (0.3), indicating that it is considered an important criterion in evaluating earthquake management strategies. This criterion holds significant importance in the decision-making process.
C2 (cost-effectiveness) is assigned a medium weight (0.2), suggesting that it is moderately important but not as critical as C1. Cost-effectiveness is a relevant consideration but does not carry as much weight as risk reduction effectiveness.
C3 (accessibility and equity, community engagement, community preparedness levels, effectiveness of public education, public perception, and acceptance) is assigned a medium weight (0.15), indicating its moderate importance in the evaluation process. It is considered somewhat important but not as critical as the top two criteria.
C4 (adaptability and flexibility) is assigned a low weight (0.1), suggesting that it is considered less important compared to the previous criteria. It is still relevant but not a primary focus of the evaluation.
C5 (environmental impact and reduction of long-term vulnerabilities) is also assigned a low weight (0.1), indicating that while environmental impact and long-term vulnerability reduction are relevant, they are not as critical as the top criteria.
C6 (compliance with standards and insurance uptake) is assigned a very low weight (0.05), signifying that it is considered of low importance in the evaluation process. It is a relatively minor consideration.
C7 (interagency collaboration) is assigned a very low weight (0.05), similar to C6, indicating that interagency collaboration is of low importance compared to other criteria.
C8 (data utilization) is also assigned a very low weight (0.05), suggesting that data utilization is considered of minimal importance in the overall evaluation of earthquake management strategies.
Understanding these weightings helps decision-makers prioritize their efforts and allocate resources accordingly when evaluating and selecting earthquake management strategies.
Strategy prioritization and weighted sum analysis
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The weighted sums of earthquake management strategies represent the overall evaluation of each strategy, taking into account the specified criteria and their relative weights. These weighted sums help identify which strategies are more preferred or effective in the context of mitigating earthquake risks (Fig. 7).
Early warning systems (A2) have the highest weighted sum of 0.45 among the strategies, making them the most preferred or effective strategy in earthquake risk reduction based on the specified criteria and their weights. A2 is the top-rated strategy.
Land use planning (A4) received a weighted sum of 0.43, signifying its effectiveness as a strategy for earthquake risk reduction. It is considered a competitive option.
Insurance and financial preparedness (A10) have a weighted sum of 0.42, indicating their effectiveness in earthquake risk reduction. They are one of the top-rated strategies.
Community preparedness (A9) received a weighted sum of 0.41, indicating that it is a strong strategy and one of the top-rated options in earthquake risk reduction efforts.
Public Education and Awareness (A3) has a weighted sum of 0.4, indicating that it is a strong strategy with a substantial overall score. It is a valuable component of earthquake risk reduction efforts.
Infrastructure resilience (A8) has a weighted sum of 0.39, indicating its effectiveness as a strategy for earthquake risk reduction. It is a competitive option.
Research and Monitoring (A7) received a weighted sum of 0.38, indicating that they are a strong strategy in earthquake risk reduction efforts. They provide valuable insights and data for decision-making.
International cooperation (A6) has a weighted sum of 0.37, indicating its effectiveness in earthquake risk reduction. It is a competitive strategy.
Emergency response plans (A5) received a weighted sum of 0.35, indicating that they are a valuable strategy but not the top-rated option. They play a crucial role in disaster management.
Building codes and construction standards (A1) have a weighted sum of 0.32, indicating that this strategy received a moderate overall score when considering the criteria and their relative importance. It is a viable strategy but not the highest-rated option.
In summary, based on the weighted sums, early warning systems (A2), land use planning (A4), insurance and financial preparedness (A10), community preparedness (A9), and public education and awareness (A3) emerge as the top-rated earthquake management strategies. These strategies received the highest overall scores when considering the criteria and their relative importance. However, the other strategies also play essential roles and are valuable components of a comprehensive earthquake risk reduction approach.
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The publication of this research article in the journal of Emergency Management Science and Technology (EMST) was made possible without incurring Article Processing Charges (APCs). The author would like to express her appreciation to the editorial board and staff of EMST for their commitment to promoting open access and facilitating the sharing of knowledge within the academic community. The author appreciates the invitation and the opportunity to share this research and insights with the academic community and the readers of the EMST journal. The author also expresses heartfelt appreciation to the editors and the diligent reviewers for their perceptive feedback and thorough review, contributing significantly to the improved clarity of this article.
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Cite this article
Bouramdane AA. 2024. A rigorous evaluation of earthquake management strategies in Morocco's Al Haouz province: a Multi-Criteria Decision-Making methodology. Emergency Management Science and Technology 4: e012 doi: 10.48130/emst-0024-0012
A rigorous evaluation of earthquake management strategies in Morocco's Al Haouz province: a Multi-Criteria Decision-Making methodology
- Received: 20 December 2023
- Accepted: 22 April 2024
- Published online: 17 June 2024
Abstract: This article investigates the use of Multi-Criteria Decision-Making (MCDM) methodologies, particularly the Analytic Hierarchy Process (AHP), to address the ongoing challenge of earthquake management in Morocco, focusing on recent seismic events in the Al Haouz province. The study rigorously assesses ten distinct earthquake management strategies in Morocco: A1: building codes and construction standards; A2: early warning systems; A3: public education and awareness; A4: land use planning; A5: emergency response plans; A6: international cooperation; A7: research and monitoring; A8: infrastructure resilience; A9: community preparedness; and A10: insurance and financial preparedness. These strategies are evaluated against a comprehensive set of criteria, including C1 (effectiveness in risk reduction), C2 (cost-effectiveness), C3 (inclusivity and social equity), C4 (adaptability and flexibility), C5 (environmental impact), C6 (compliance with standards and insurance uptake), C7 (interagency collaboration), and C8 (data utilization). The resulting criteria weights reflect their importance, with C1 highly significant (0.3), C2 moderately important (0.2), and C3 also moderately important (0.15), while C4, C5, C6, C7, and C8 hold less significance (0.1 or 0.05). Performance scores rank earthquake management strategies, with A2 achieving the highest score (0.45), followed by A4 (0.43), A10 (0.42), A9 (0.41), and A3 (0.4), while A1 attains a moderate score (0.32), aiding decision-making for earthquake risk reduction. This research emphasizes the critical role of early warning systems in earthquake management, stressing the importance of timely alerts, community engagement, and financial preparedness in Morocco's comprehensive risk reduction strategy, utilizing data-driven decision-making to enhance preparedness, response capabilities, and mitigation measures.