| Literature DB >> 28406935 |
Emilie Lindkvist1, Xavier Basurto2, Maja Schlüter1.
Abstract
Small-scale fisheries (SSFs) in developing countries are expected to play a significant role in poverty alleviation and enhancing food security in the decades to come. To realize this expectation, a better understanding of their informal self-governance arrangements is critical for developing policies that can improve fishers' livelihoods and lead to sustainable ecosystem stewardship. The goal of this paper is to develop a more nuanced understanding of micro-level factors-such as fishers' characteristics and behavior-to explain observed differences in self-governance arrangements in Northwest Mexico. We focus on two ubiquitous forms of self-governance: hierarchical non-cooperative arrangements between fishers and fishbuyers, such as patron-client relationships (PCs), versus more cooperative arrangements amongst fishers, such as fishing cooperatives (co-ops). We developed an agent-based model of an archetypical SSF that captures key hypotheses from in-depth fieldwork in Northwest Mexico of fishers' day-to-day fishing and trading. Results from our model indicate that high diversity in fishers' reliability, and low initial trust between co-op members, makes co-ops' establishment difficult. PCs cope better with this kind of diversity because, in contrast to co-ops, they have more flexibility in choosing whom to work with. However, once co-ops establish, they cope better with seasonal variability in fish abundance and provide long-term security for the fishers. We argue that existing levels of trust and diversity among fishers matter for different self-governance arrangements to establish and persist, and should therefore be taken into account when developing better, targeted policies for improved SSFs governance.Entities:
Mesh:
Year: 2017 PMID: 28406935 PMCID: PMC5391074 DOI: 10.1371/journal.pone.0175532
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Fig 1The environment of the fishery model.
The fishery model consists of fishers, fishbuyers, a fish population, and a fish market. Fishers can be organized in either a PC by a link to a fishbuyer, or in a co-op by links to other fishers (members).
Fig 2Map of sites and studies that have informed our understanding of self-governance in small-scale fisheries in Mexico.
The base map was obtained from http://www.esri.com/data/basemaps.
Main attributes of the fishers, fishbuyers and co-ops, their empirical definitions and model interpretation.
| Attribute | Empirical Definition | Model interpretation |
|---|---|---|
| Reliability | The trustworthiness of a fisher that he will ‘do what he said he would do’. | A fixed attribute of a fisher randomly drawn from a normal distribution with mean m and standard deviation sd. |
| Loyalty | Reciprocated trust from a fisher to his buyer or co-op. | A dynamic attribute of a fisher with an initial value of 0 for a fisher working with a fishbuyer and an initial value set to “initial loyalty” for a fisher working in a co-op. |
| Initial loyalty | Established loyalty resulting from a history of working together. | The initial value of loyalty (“initial loyalty”) of a fisher working in a co-op. |
| Fishing skills | A fisher’s skill to deliver the agreed catch. E.g. knowing where to find the fish, and catching the right target species. | A fixed parameter randomly drawn from a normal distribution with mean m and standard deviation sd. |
| Reputation | A combination of a fishers trustworthiness and fishing skills | Reliability × fishingskills |
| Capital | Financial assets of fishers. | A dynamic attribute of a fisher |
| Capital | Financial assets of fishbuyers | A dynamic attribute of a fishbuyer. |
| Loyalty growth rate | The rate at which loyalty builds up between fishers and their fishbuyer. | A fixed parameter that determines the speed of loyalty increase between a fishbuyer and a fisher in a PC. |
| Capital | The co-op’s shared assets | A dynamic attribute of a group of co-op fishers that is calculated as the sum of all members’ capital. |
| Co-op loyalty | The accumulated trust between the co-op members | A dynamic variable that is calculated as the sum of all members’ loyalty |
| Loyalty growth rate | Co-ops face higher transaction costs when starting up their business, which makes it difficult to build up loyalty compared to PCs. | A fixed parameter that determines the speed of loyalty increase between a co-op and a fisher. It is set to 50% of the loyalty growth rate of PCs. |
Fig 3The daily activities in the fishery model.
The fishbuyers, fishers and co-ops all take part in the daily activities. The activities start with fishbuyers informally contracting with fishers, then fishbuyers and co-ops provide means for fishing, and the activities continue as indicated by the arrows. By the end of each day the fish stock is updated with intrinsic growth rate and mortality, and the activities start over again the next day (time step).
The key steps of the daily fishing activities for the members of PCs and co-ops and how these daily processes are implemented in the model.
| Step | Description based on empirical observations in Northwest Mexico | Model interpretation |
|---|---|---|
| 1. Select fishing crew: | A fishbuyer and a fisher agree to work together. Fishers look for reliable buyers and buyers for reliable fishers Buyers will take on fishers based on market demand. Co-ops do not establish daily working contracts, because they have fixed members. | Based on reliability and fishing skills fishbuyer and fishers establish a working contract. If the buyer is under-supplied he will look for new fishers, but also fishers approach buyers. This process iterates between a buyer choosing the fisher with the highest reputation, and a buyer being approached by a random inactive fisher. This iteration continues until the buyer’s demand is fulfilled or when there are no more inactive fishers ( |
| 2. Provide fishing means: | Fishbuyer provides means of production to the fisher in the form of equipment (i.e., boat, fishing gear) and/or a loan for gas, bait, and/or food for the trip. Co-ops usually have this addressed within the co-op. | Fishers borrow money for their fishbuyer or co-op equivalent to the cost of going fishing. Fishbuyers and co-ops capital is reduced. |
| 3. Fishing: | Fishers go fishing and returns with catch. | Fishers go fishing and return with catch, fish stock is updated. |
| 4. Catch landing and selling (cheat?): | Catch is landed to the fishbuyer or co-op. However, if a better price is offered by another fishbuyer or co-op a fisher might cheat on their agreement and sell part of the catch elsewhere, or not deliver any catch. This depends on the reliability of the fisher and its loyalty to present organization. | We assume that there is always an incentive to cheat. Based on the fishers’ reliability and the loyalty formed to the fishbuyer or among member in the co-op, the fisher will decide to cheat and sell the catch to a different fishbuyer or co-op. Let |
| 5. Trade: | Catch is sold and fishbuyer makes profit. In co-ops profit from trading catch can be allocated in a diversity of ways between members, e.g. distribution of fishers’ income, membership fees, and/or investments in gear, as determined by its members. | Catch is traded by fishbuyer or co-op and their capital increases. In our model a co-op gets 100% of the price offered by the market, and its members get all the money from the sales, but will then pay a membership fee to the co-ops’ capital. In addition, they will contribute small but significant amount of 0.0005% to the co-ops’ capital if their capital is above a certain threshold. This allows co-ops to accumulate capital and share with members in times of need. |
| 6. Update fisher’s capital: | Loan is discounted from value of catch and resulting amount is fishers’ income. Co-op fishers get income as agreed by its members. | Fisher’s capital increases by the revenue of the landings, and the loan is deducted if the fisher did not cheat. If the fisher cheated he keeps the loan. |
| 7. Renew Contract: | Contract is renewed between fishbuyers and fishers based on the ‘success’ of their interactions, and marked demand. | Fishbuyer keeps contract with fishers unless over supplied. If a fishbuyer’s capital is below zero the fishbuyer will go out of business, and his fishers become inactive. If a co-op member has cheated too much, he will have to leave the co-op due to low loyalty. If a co-op’s capital is below zero or the size of the co-op is too small, the co-op will go out of business. |
Summary of experiments, variables tested and their range.
Sd = standard deviation.
| Experiment | Variable(s) tested | Range |
|---|---|---|
| Mean of initial co-op loyalty distribution (sd = 5). | Mean: {0, 10, 40, 100, 300} | |
| Distribution of reliability. | Mean: {0.2, 0.4, 0.6, 0.8, 1.0} ( | |
| Sd of reliability distribution (mean = 0.65), mean of initial co-op loyalty distribution (sd = 5). | Sd reliability: {0.05,0.3,0.6). Mean initial loyalty: {5, 40, 100} | |
| Sd of reliability distribution (mean = 0.65), mean of initial co-op loyalty distribution (sd = 5). Stochastic: random fluctuations in catch rates (e.g. caused by changing weather conditions; | Sd reliability: {0.05,0.3,0.6). Mean initial loyalty: {5, 40, 100} |
Fig 4Model validation.
Panel a. The number of fishers active in a PC or a co-op in the calibrated model but with annual entry dynamics (i) and different model assumptions (ii and iii). Panel b. The number of co-ops dissolving because of lack of capital or lack of loyalty among members to the co-op. Reliability and fishing skills are equal for all fishers (set to 1.0 and 0.5 respectively), and initial loyalty = 0 for all fishers. Panel a and b are based on the same data. The data represents an average of 500 repetitions.
Fig 6The effect of variation in fishers’ reliability.
Panel a. The effect of the variation of mean reliability on fishes’ membership in PCs versus co-ops, sd = 0.3. Panel b. The effect of variation in standard deviations of reliability on fishers’ membership in PCs vs. co-ops (mean = 0.65). Panel c. The effect of variation in standard deviations of reliability on the average reliability of fishers in PCs or co-ops. Initial loyalty = 40, sd = 5. Data represents an average of 500 repetitions.
Fig 7Trends in the dominance of membership in co-ops versus PCs with varying initial loyalty for co-op fishers and varying distributions of fishers’ reliability under different environmental conditions (Panel a-c). The numbers indicate the percentage of fishers’ membership in co-ops; red indicates co-op dominance, blue indicates that PCs are dominant, and beige indicates co-existence at roughly equal membership in each form. In the stochastic environment (Panel b), the catch is highly variable during the whole year, and in the seasonal environment (Panel c), catch varies following seasonal patterns. The data is based on an average of 3000 repetitions.
Fig 8Years of persistence (age) of PCs and co-ops are dependent on co-op fishers’ initial loyalty (low, medium, high).
Panel a-c shows the average age of an organization that dissolved during the simulation (100 years) and the reason why they dissolved (lack of capital or loyalty). Panel d-f shows the average age of the active organizations at the end of the simulation. The data is the same as for the “middle” horizontal section of Fig 7A (mean reliability = 0.65 (sd = 0.3), initial loyalty is 5 (low), 40 (medium) or 100 (high) with sd = 5 respectively, in a deterministic environment).
Fig 5The effect of initial loyalty among fishers on the subsequent establishment of a co-op.
The data represents an average of 500 repetitions.