| Literature DB >> 36211627 |
Muslim Tadjuddah1, Nur Isiyana Wianti2, Taane La Ola2, Baru Sadarun1, Sitti Aida A Taridala2.
Abstract
This article describes and compares three modelings of the relationship between Sama Bajo boat-dwellers Bagai land-dwellers social capital and the social resilience of Sama Bajo in three local social contexts of land-dwellers in Wakatobi National Park (WNP). The research was conducted from May 2018 until June 2019 in Mantigola Sama Bajo on Kaledupa Island, Lamanggau Sama Bajo on Tomia Island, and Mola Sama Bajo on Wangi-wangi Island. Information was collected from 240 respondents who were selected by spatial sampling technique. Using Structural Equation Modeling (SEM) analysis, we found that the structural model is effective for evaluating social resilience, particularly for Mantigola and Lamanggau Sama Bajo who interact with homogenous land-dwellers, namely Kaledupa and Tomia land-dwellers as well as a stepping stone to strengthen their social resilience capacity by taking into account social relation, livelihood, the human and financial capital of the land-dwellers in the marine preserve area. Despite the success shown, a key constraint is due to inadequacies when the structural modeling reflects the urban local social environment of Sama Bajo as stated by Mola Sama Bajo, who established their bridging capital to the heterogeneous land-dwellers. Future research should take limitations into account by identifying various land-dwellers who develop social ties with the boat-dwellers. Similar research should be taken into consideration to validate the modeling in Sama Bajo populations that live in open access types. This is crucial to determine if other characteristics of Sama Bajo social resilience appear in the social setting of a different kinds of marine preserve areas.Entities:
Keywords: Modeling; Social capital; Social resilience Sama Bajo; Wakatobi
Year: 2022 PMID: 36211627 PMCID: PMC9527139 DOI: 10.1007/s40808-022-01526-z
Source DB: PubMed Journal: Model Earth Syst Environ
Fig. 1HYPERLINK "sps:id::fig1||locator::gr1||mediaobject::0" Research sites
Fig. 2Framework among objective well-being of the land-dwellers (X1), social resilience (Z), social relation of Sama Bajo to Bagai land-dwellers (Y1), and social relation of Bagai Land-dwellers to Sama Bajo (Y2)
Fig. 3The Structural Model of Sama Bajo Social Resilience
Model equation of the Sama Bajo social resilience structural model, exogenous, and endogenous variables
| Structural model equation | Exogenous variable measurement model equation | Endogenous variable measurement model equation |
|---|---|---|
Ƞ 1 = ϒ 1 ξ 1 + ζ Ƞ 2 = β 1 Ƞ 1 + ζ Ƞ 3 = ϒ 1 ξ 1 + β 1 Ƞ 1 + β 2 Ƞ 2 + ζ | X1.1 = λ 11 ξ 1 + δ 1 X1.2 = λ 21 ξ 1 + δ 2 X1.3 = λ 31 ξ 1 + δ 3 X1.4 = λ 41 ξ 1 + δ 4 X1.5 = λ 51 ξ 1 + δ 5 X1.6 = λ 61 ξ 1 + δ 6 X1.7 = λ 71 ξ 1 + δ 7 X1.8 = λ 81 ξ 1 + δ 8 X1.9 = λ 91 ξ 1 + δ 9 X1.10 = λ 101 ξ 1 + δ 10 X1.11 = λ 111 ξ 1 + δ 11 X1.12 = λ 121 ξ 1 + δ 12 X1.13 = λ 131 ξ 1 + δ 13 X1.14 = λ 141 ξ 1 + δ 14 X1.15 = λ 151 ξ 1 + δ 15 X1.16 = λ 161 ξ 1 + δ 16 X1.17 = λ 171 ξ 1 + δ 17 | Y 11 = λ 12 Ƞ 1 + ε 12 Y 12 = λ 22 Ƞ 1 + ε 22 Y 13 = λ 32 Ƞ 1 + ε 32 Y 14 = λ 42 Ƞ 1 + ε 42 Y 21 = λ 13 Ƞ 2 + ε 13 Y 22 = λ 23 Ƞ 2 + ε 23 Y 23 = λ 33 Ƞ 2 + ε 33 Y 24 = λ 43 Ƞ 2 + ε 43 X 21 = λ 14 Ƞ 4 + ε 14 X 22 = λ 24 Ƞ 4 + ε 24 X 31 = λ 15 Ƞ 5 + ε 15 X 32 = λ 25 Ƞ 5 + ε 25 X 33 = λ 35 Ƞ 5 + ε 35 X 34 = λ 45 Ƞ 5 + ε 45 X 35 = λ 55 Ƞ 5 + ε 55 X 36 = λ 65 Ƞ 5 + ε 65 X 37 = λ 75 Ƞ 5 + ε 75 X 38 = λ 85 Ƞ 5 + ε 85 X 39 = λ 95 Ƞ 5 + ε 95 X 310 = λ 105 Ƞ 5 + ε 105 X 311 = λ 115 Ƞ 5 + ε 115 X 312 = λ 125 Ƞ 5 + ε 125 X 2 = β 32 Ƞ 3 + ζ 32 X 3 = β 33 Ƞ 3 + ζ 33 |
Type of variables, factors, and research hypotheses
| No | Type of Variables | Construct | Factor | Data Sources | |
|---|---|---|---|---|---|
| 1 | Endogenous latent variable | ||||
| Mola, Mantigola and Lamanggau | |||||
| X3-1 | |||||
| X3-2 | |||||
| X3-3 | |||||
| X3-4 | Sama Bajo non-food expenses | ||||
| X3-5 | Sama Bajo social and custom expenses | ||||
| X3-6 | |||||
| X3-7 | Sama Bajo asset score of fish aquaculture technology | ||||
| X3-8 | Sama Bajo asset score of seaweed cultivation | ||||
| X3-9 | |||||
| X3-10 | Formal education level of respondent’s family members | ||||
| X3-11 | Informal education level of respondent’s family members | ||||
| X3-12 | |||||
| Mola, Mantigola and Lamanggau | |||||
| (X2-1) | |||||
| (X2-2) | |||||
| 2 | Exogenous latent variable | (X1-1) | Mandati Wangi-wangi, Kaledupa Horuo, and Tomia Land-dwellers | ||
| (X1-2) | |||||
| (X1-3) | |||||
| (X1-4) | |||||
| (X1-5) | |||||
| (X1-6) | |||||
| (X1-7) | |||||
| (X1-8) | |||||
| (X1-9) | |||||
| (X1-10) | |||||
| (X1-11) | |||||
| (X1-12) | |||||
| (X1-13) | |||||
| (X1-14) | |||||
| (X1-15) | |||||
| (X1-16) | |||||
| (X1-17) | |||||
| A positive and significant relationship between | |||||
| A positive and significant relationship between | |||||
| 3 | Endogen latent variable | (Y1-1) | Collective action dan cooperation level of | Mola, Mantigola and Lamanggau | |
| (Y1-2) | Trustworthiness level of | ||||
| (Y1-3) | Bridging the social networking level of | Mandati Wangi-wangi, Kaledupa Horuo, and Tomia Land-dwellers respondents | |||
| (Y1-4) | Bounding social networking level of | ||||
| A positive and significant relationship between | |||||
| A positive and significant relationship between | |||||
| 4 | Endogen latent variable | (Y2-1) | Collective action dan cooperation level of | Mola, Mantigola and Lamanggau | |
| (Y2-2) | Trustworthiness level of | ||||
| (Y2-3) | Bridging the social networking level of | Mandati Wangi-wangi, Kaledupa Horuo, and Tomia Land-dwellers respondents | |||
| (Y2-4) | Bounding social networking level of | ||||
| A positive and significant relationship between | |||||
Item codes, the value of loading factors, the value of average variance extracted (AVE), and the value of composite reliabilities among Mola, Mantigola, and Lamanggau Sama Bajo social resilience model’s construct
| The Mola | ||||
|---|---|---|---|---|
| Model constructs | Item code | Loading factor | AVE | Composite reliability |
| X1. | X1-6 | 0.970 | 0.727 | 0.912 |
| X1-8 | 0.730 | |||
| X1-12 | 0.714 | |||
| X1-17 | 0.961 | |||
| X2. Subjective well-being of | X2-1 | 0.937 | 0.762 | 0.864 |
| X2-2 | 0.806 | |||
| X3. Objective well-being of | X3-2 | 0.666 | 0.527 | 0.816 |
| X3-9 | 0.683 | |||
| X3-11 | 0.820 | |||
| X3-12 | 0.727 | |||
| Y1. | Y1-1 | 0.820 | 0.603 | 0.855 |
| Y1-2 | 0.585 | |||
| Y1-3 | 0.936 | |||
| Y1-4 | 0.723 | |||
| Y2. | Y2-1 | 0.795 | 0.559 | 0.835 |
| Y2-2 | 0.741 | |||
| Y2-3 | 0.764 | |||
| Y2-4 | 0.723 | |||
| Model Constructs | Item code | Loading Factor | AVE | Composite Reliability |
| X1. | X1-1 | 0.733 | 0.555 | 0.934 |
| X1-2 | 0.538 | |||
| X1-4 | 0.498 | |||
| X1-5 | 0.581 | |||
| X1-7 | 0.609 | |||
| X1-8 | 0.835 | |||
| X1-10 | 0.895 | |||
| X1-11 | 0.911 | |||
| X1-13 | 0.699 | |||
| X1-15 | 0.552 | |||
| X1-16 | 0.980 | |||
| X1-17 | 0.928 | |||
| X2. Subjective well-being of | X2-1 | 0.936 | 0.881 | 0.936 |
| X2-2 | 0.940 | |||
| X3. Objective well-being of | X3-1 | 0.564 | 0.507 | 0.888 |
| X3-4 | 0.804 | |||
| X3-6 | 0.851 | |||
| X3-7 | 0.772 | |||
| X3-8 | 0.706 | |||
| X3-9 | 0.587 | |||
| X3-11 | 0.502 | |||
| X3-12 | 0.822 | |||
| Y1. | Y1-1 | 0.961 | 0.691 | 0.898 |
| Y1-2 | 0.636 | |||
| Y1-3 | 0.850 | |||
| Y1-4 | 0.844 | |||
| Y2. | Y2-1 | 0.819 | 0.681 | 0.864 |
| Y2-3 | 0.894 | |||
| Y2-4 | 0.757 | |||
| Model Constructs | Item code | Loading Factor | AVE | Composite Reliability |
| X1. | X1-5 | 0.570 | 0.621 | 0.886 |
| X1-6 | 0.515 | |||
| X1-8 | 0.940 | |||
| X1-9 | 0.909 | |||
| X1-17 | 0.899 | |||
| X2. Subjective well-being of | X2-1 | 0.811 | 0.707 | 0.828 |
| X2-2 | 0.870 | |||
| X3. Objective well-being of | X3-1 | 0.865 | 0.592 | 0.849 |
| X3-6 | 0.530 | |||
| X3-9 | 0.848 | |||
| X3-10 | 0.786 | |||
| Y1. | Y1-1 | 0.813 | 0.660 | 0.885 |
| Y1-2 | 0.889 | |||
| Y1-3 | 0.832 | |||
| Y1-4 | 0.705 | |||
| Y2. | Y2-1 | 0.723 | 0.576 | 0.844 |
| Y2-2 | 0.731 | |||
| Y2-3 | 0.755 | |||
| Y2-4 | 0.822 | |||
Source: Primary data processed, 2019
Discriminant validity of latent variables of Mola, Mantigola, and Lamanggau Sama Bajo social resilience models
| The Mola | |||||
|---|---|---|---|---|---|
| Code of constructs | X1 | X2 | X3 | Y1 | Y2 |
| X1 | √AVE = 0.853 | ||||
| X2 | − 0.192 | √AVE = 0.873 | |||
| X3 | − 0.393 | 0.169 | √AVE = 0.726 | ||
| Y1 | − 0.421 | 0.320 | 0.705 | √AVE = 0.777 | |
| Y2 | − 0.382 | 0.313 | 0.570 | 0.717 | √AVE = 0.748 |
| Code of constructs | X1 | X2 | X3 | Y1 | Y2 |
| X1 | √AVE = 0.788 | ||||
| X2 | 0.486 | √AVE = 0.841 | |||
| X3 | 0.573 | 0.509 | √AVE = 0.769 | ||
| Y1 | 0.560 | 0.679 | 0.526 | √AVE = 0.813 | |
| Y2 | 0.374 | 0.617 | 0.368 | 0.645 | √AVE = 0.759 |
| Code of constructs | X1 | X2 | X3 | Y1 | Y2 |
| X1 | √AVE = 0.788 | ||||
| X2 | 0.486 | √AVE = 0.841 | |||
| X3 | 0.573 | 0.509 | √AVE = 0.769 | ||
| Y1 | 0.560 | 0.679 | 0.526 | √AVE = 0.813 | |
| Y2 | 0.374 | 0.617 | 0.368 | 0.645 | √AVE = 0.759 |
Source: Primary data processed, 2019
Fig. 4Structural model of Mola Sama Bajo social resilience
Structural Model of Mola Sama Bajo social resilience postulates, path coefficient, T-statistic R-square for endogen variables, and conclusion
| Postulates | Path coefficient | Conclusion | ||||
|---|---|---|---|---|---|---|
| X1–> Y1 | H5 | − 0.421 | 3.583* | 0.251 | Negative | Supported |
| Y1—> Y2 | H4 | 0.797 | 7.119* | 0.629 | Positive | Supported |
| X1–> Z | H1 | − 0.116 | 0.978* | 0.650 | Negative | Unsupported |
| Y1–> Z | H2 | 0.645 | 3.292* | Positive | Supported | |
| Y2–> Z | H3 | 0.067 | 0.457* | Positive | Unsupported | |
*) T-statistic > 1.96 The statistical significance level was set at α = 0.05
Fig. 5Structural model of Mantigola Sama Bajo social resilience
Structural model of Mantigola Sama Bajo social resilience postulates, path coefficient, T-statistic R-square for endogen variables, and conclusion
| Postulates | Path coefficient | Conclusion | ||||
|---|---|---|---|---|---|---|
| X1–> Y1 | H5 | 0.390 | 9.22* | 0.152 | Positive | Supported |
| Y1–> Y2 | H4 | 0.723 | 38.33* | 0.522 | Positive | Supported |
| X1–> Z | H1 | 0.177 | 5.44* | 0.691 | Positive | Supported |
| Y1–> Z | H2 | 0.279 | 6.87* | Positive | Supported | |
| Y2–> Z | H3 | 0.506 | 11.72* | Positive | Supported | |
*) T-statistic > 1.96 The statistical significance level was set at α = 0.05
Lamanggau Sama Bajo's social resilience structural model postulates, path coefficient, T-statistic R-square for endogen variables, and conclusion
| Postulates | Path coefficient | Conclusion | ||||
|---|---|---|---|---|---|---|
| X1–> Y1 | H5 | 0.560 | 10.164* | 0.368 | Positive | Supported |
| Y1–> Y2 | H4 | 0.645 | 11.161* | 0.419 | Positive | Supported |
| X1–> Z | H1 | 0.357 | 5.150* | 0.657 | Positive | Supported |
| Y1–> Z | H2 | 0.363 | 4.529* | Positive | Supported | |
| Y2–> Z | H3 | 0.165 | 2.264* | Positive | Supported | |
*) T-statistic > 1.96 The statistical significance level was set at α = 0.05
Fig. 6Structural model of Lamanggau Sama Bajo social resilience