INTRODUCTION
⌅Cotton (Gossypium hirsutum L.) is the world’s leading natural fiber crop and one of the world’s largest industries (textile industry), with an annual global economic impact of about $500 billion (Rahman et al., 2012). Punjab province is the largest cotton producer in Pakistan, followed by Sindh and Balochistan (Siyal et al., 2021).
In Pakistan, about 70-80% of pesticides are used against cotton pests (Anonymous, 2008). As a result, pesticide residues have been detected both in surface and ground drinking water in the cotton belt of Punjab and Sindh provinces, respectively (Kaur et al., 2021). High dependence on chemicals has led to higher production costs, environmental degradation, biodiversity loss, and poverty in many countries, as well as a decrease in soil fertility (Zulfiquar et al., 2019). Seeds, irrigation water, fertilizers, pesticides and natural resources, as well as the environment, have been found to have a significant impact on cotton productivity (Page & Ritchie, 2009). As a result of traditional agricultural techniques, Pakistan’s cotton output has been endangered, and the country’s food security and poverty alleviation have been compromised (Jamil et al., 2021). Managing agricultural pests without destroying the environment is a major challenge (Shah & Razaq, 2020).
For reasons of socioeconomic and environmental harm, the Better Cotton Initiative (BCI) was launched in Pakistan in 2009 through the Centre for Agriculture and Bioscience International (CABI) according to the BCI’s guiding principles and criteria (Bhutto et al., 2022). BCI is an eco-friendlier alternative to traditional cotton due to its efficient resource utilization and lower environmental externalities, but the level of adoption of Better Cotton in Pakistan is in its early stages. To improve any strategy or put into practice any initiative, scholars around the world have argued that evaluation is necessary, which directs to the implementation of a certain initiative. For example, Shenge (2014) argued that before implementing training programs and fostering organizational growth and development, it is necessary to first evaluate the degree of competence required for effective management.
The core of the research on the performance of initiatives is the effective use of analysis, data and evaluation. Evaluation is often used as a tool for monitoring and promoting adoption and performance. Many researchers identified the risk (Singh et al., 2007) and harmful impact of pesticide use in cotton (Kannan et al., 2004; Yasin et al., 2021). Other issues that have been investigated are: farmers’ understanding and perception of pest incidence and management practice (Arshad et al., 2009); the adoption of sustainable residue management practices (Raza et al., 2019); general overview of cotton pest issues and management practices in China (Wu & Guo, 2005); the impact of cover crops on natural enemy and pest communities (Bowers et al., 2020); adoption status of crop production practices in Bt cotton (Sharma et al., 2021); the future of organic insect pest management (Headrick, 2021); developing and implementing integrated pest management (IPM) strategies for broadacre farming in Victoria, Australia (Horne et al., 2008); directions to improve economic evaluations and impacts of the IPM-FFS approach (Rejesus & Jones, 2020), etc. These investigations have been mostly done in India, Pakistan, China, Georgia and USA. In spite of a great deal of academic debate, some research questions still remain unexplored in the literature, especially in developing countries like Pakistan. Then, the aims of our work were to: (i) identify the cotton pests and disease management practices (CPDM) in Pakistan; (ii) evaluate the BC farmers level of adoption of CPDM; (iii) compare the experts’ recommendation on CPDM, and (iv) propose a suitable method to evaluate the adoption level.
Evaluation is a powerful tool for determining which technologies and interventions work and which do not. It is the driving development and adoption of effective strategies, the enhancement of current programs, and the demonstration of implementation outcomes in the field and through other ways. It also helps in determining if the work being done is worthwhile in terms of crop output. To this end, acquiring field knowledge from experts and farmers can guide the selection of CPDM practices. Moreover, applying the appropriate multiple-criteria decision-making (MCDM) method to evaluate most recommended practices thoroughly is essential in realistic recommendation situations. Therefore, these two knowledge gaps must be considered to provide a solid foundation for more efficient analysis.
MATERIAL AND METHODS
⌅The purpose of this study was to provide technical support for implementing cotton pest and disease management practices. Fig. 1 depicts the entire methodological process used to complete this study. First, multiple criteria for CPDM practices were identified (Fig. S1 [suppl]). Then, for weighting the relative importance of various options, an initial index for comparison matrices analysis was created. The tool provides a framework for comparing each option to all others and assists in demonstrating the importance of various factors and cotton pest and disease management practices.
Next, we organized a panel of experts for the decision-making process, who: i) were questioned about the relative importance of 10 practices selected for CPDM; ii) discussed the study’s research questions and objectives. Their input helped to classify the best CPDM approaches, which were then used for taking their subjective judgments. Ten crop protection specialists (academics, practitioners or both) with at least five years of experience in sustainable development and crop protection in Pakistan were chosen. Cotton crop protection was well-known among the members of the decision-making team.
In addition, 20 CABI’s registered BC farmers from Tando Allahyar district areas (including Nasarpur, Usman Shah Hurri, Dhigano Bozdar, Tando Soomro and Pak Singhar) were selected for the current study and the survey was conducted in the 2021 season to investigate the adoptability of BC farmers to CPDM practices. During the on-site face-to-face interview, each questionnaire took 15-20 minutes to complete. Finally, fuzzy AHP was applied to analyze BC farmers’ adoption and experts’ recommendation on CPDM practices.
Evaluation model
⌅The first step in this research was to develop an evaluation model according to the set goals. For this, an extensive review of the existing literature from the sources of WOS, Google scholar and Scopus on CPDM and BC was performed in order to identify the multiple criteria for CPDM practices. Subsequently, the evaluation model was established based on the basic conditions of CPDM and BC. The evaluation model is shown in Fig. 2, comprising two layers of hierarchical structure. The first layer is the target layer that outlines the goal of evaluation. The second one is criterion layers consisting of specific indicators to be evaluated.
The evaluation was carried out based on two aspects: 1) BC farmers’ adoption level and 2) experts’ recommendations.
Evaluation method
⌅Literature suggests that the analytical hierarchy process (AHP) is the most widely used multiple-criteria decision-making (MCDM) model for real-world decision-making problems (Jiskani et al., 2021). It simplifies a complicated MCDM issue into a hierarchical structure to incorporate expert opinion and judgment (Jiskani et al., 2020; Mohammed et al., 2021). AHP was developed by Saaty (1989).
The framework’s leading indicators and sub-indicators were compared. In Fuzzy AHP, the step is to perform pairwise comparisons of the criteria as described by Sun (2010). Each team member compared each criterion with the others in the evaluation model using pairwise comparison matrices. Experts used the nine linguistic terms for the evaluation. These linguistic terms represent the triangular fuzzy numbers (TFNs) used to construct a pairwise matrix of decision-makers’ preferences. These linguistic terms and their respective TFNs for comparison were: “Extremely important (8,9,10)”, “Absolutely strongly important (7,8,9)”, “Very strongly important (6,7,8)”, “Strongly important (5,6,7)”, “Not too important (4,5,6)”, “Moderately plus important (3,4,5)”, “Moderately important (2,3,4)”, “Weakly important (1,2,3)” and “Equally important (1,1,1)” (Jiskani et al., 2021). Each expert, as a decision-maker, individually conducted pairwise comparison by using this scale. A sample of the questionnaire for data collection is provided in the Appendix [suppl]. The comparison matrix à is represented in Eq. (1):
where ãij=1 if indicator i and indicator j are equally important; ãij= ~1, ~2, ~3, ~4, ~5, ~6, ~7, ~8, ~9, if indicator i has importance over indicator j; ãij= ~9-1, ~8-1, ~7-1, ~6-1, ~5-1, ~4-1, ~3-1, ~2-1, ~1-1, if indicator j is more important than indicator i.
Eq. (2) gives the geometric mean technique for computing fuzzy weights, which is used to compute the matrix in Eq. (3):
where ãij is the fuzzy comparison value of indicator i to indicator j and Ŵi the geometric mean of the fuzzy comparison value of indicator i. The fuzzy weight of indicator i is Ŵi, which is indicated by TFNs as lwi+mwi+uwi.
The fuzzy weights are defuzzied by locating the best non-fuzzy performance (BNP) value because the output is in the form of fuzzy weights. BNP is calculated using Eq. (4):
BNP values that have been normalized are considered as relative weights. To get a weighted total of 1, the BNP value of indicator i is divided by the sum of BNP values of all indicators.
Lastly, using Eq. (5), the consistency ratio (CR) of each matrix was calculated to determine the results’ reliability:
where
is the consistency index, in which λmax is the principal eigenvalue of the matrix à (Saaty, 1977) and n is the number of indicators in the matrix. RI is the random index whose values for matrices of various sizes are pre-defined (Saaty, 1977; Gogus & Boucher, 1998). If the value of CR is less than 0.1, the results are consistent.
