| Literature DB >> 35747239 |
R J Kilgour1,2, D T T Flockhart3.
Abstract
Animal shelters play a vital role for pets, such as transitioning animals between homes, from outdoor communities into homes, caring for unadoptable and community animals, and providing a breadth of veterinary and welfare services. The goal of shelters is to move cats to their appropriate outcome as quickly as possible, which for many animals, is to rehome them as quickly as possible through adoption. Therefore, the ability to identify pre-existing factors, particularly those occurring outside the walls of the shelter, which result in specific outcomes is vital. In this study, we used structural equation modeling to test four hypotheses addressing how to predict cat outcome from a shelter in Washington, D.C. We developed four hypotheses that described how cat outcomes could be predicted, based on four general factors: (1) The characteristics of the cats; (2) The location of origin; (3) The type and date of intake; (4) The length of stay. Using 4 years of data from the Humane Rescue Alliance in Washington, D.C., we found support for each of our hypotheses. Additionally, we tested and found support for a global model, which comprised an amalgamation of our all our predictors. From the global model, we can conclude that many factors are at play in predicting cat outcomes in this shelter and very likely in many others as well. Critically, these factors are interconnected, indicating, for example, that cat characteristics mediate the influence of intake location on outcome type. Furthermore, our study highlights the importance of incorporating influences beyond the shelter when attempting to understand cat outcomes. Therefore, to modify cat outcomes most efficiently, such as increasing adoption probabilities, our results show that efforts may be most effective when incorporating multiple factors.Entities:
Keywords: D.C.; Washington; adoption; intake location; shelter intake; structural equation modeling
Year: 2022 PMID: 35747239 PMCID: PMC9211776 DOI: 10.3389/fvets.2022.766312
Source DB: PubMed Journal: Front Vet Sci ISSN: 2297-1769
Figure 1Summary of hypotheses describing the factors used to predict cat outcomes.
Summary statistics for outcome types across variables used in this study, from July 2016 through May 2020.
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| Age (years) (mean ± standard error) | 11,126 | 2.0 ± 0.03 | 7.0 ± 0.2 | 2.3 ± 0.1 |
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| 3,969 | 2,844 (71.7%) | 1,004 (25.3%) | 121 (3.05%) | |
| Return | 52 | 46 (88.5%) | 5 (9.6%) | 1 (1.9%) |
| Seized/Custody | 180 | 166 (92.2%) | 8 (3.3%) | 6 (4.4%) |
| Stray | 6,925 | 5,389 (77.8%) | 719 (10.4%) | 817 (11.8%) |
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| Black | 3,723 | 2,810 (75.5%) | 601 (16.1%) | 312 (8.4%) |
| Brown | 2,283 | 1,764 (77.3%) | 305 (13.4%) | 214 (9.4%) |
| Buff | 282 | 233 (82.6%) | 33 (11.7%) | 16 (5.7%) |
| Cream | 141 | 110 (78.0%) | 15 (10.6%) | 16 (11.3%) |
| Grey | 2,389 | 1,778 (74.4%) | 407 (17.0%) | 213 (8.9%) |
| Orange | 1,118 | 831 (74.3%) | 192 (17.2%) | 95 (8.5%) |
| White | 1,087 | 868 (79.9%) | 148 (13.6%) | 71 (6.5%) |
| 94 | 51 (54.3%) | 35 (37.2%) | 8 (8.5%) | |
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| 5,487 | 4,264 (77.7%) | 802 (14.6%) | 421 (7.7%) | |
| Male | 5,173 | 4,173 (80.7%) | 815 (15.7%) | 443 (8.6%) |
| Unassigned | 208 | 8 (3.8%) | 119 (57.2%) | 81 (38.9%) |
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| Calico | 317 | 230 (72.5%) | 60 (18.9%) | 27 (8.5%) |
| Dilute | 260 | 222 (85.4%) | 27 (10.4%) | 11 (4.2%) |
| Marble | 141 | 110 (78.0%) | 20 (14.2%) | 11 (7.8%) |
| Point | 146 | 120 (82.2%) | 11 (7.5%) | 15 (10.3%) |
| Solid | 382 | 301 (78.8%) | 49 (12.8%) | 32 (8.4%) |
| Tabby | 3,708 | 2,946 (79.4%) | 448 (12.1%) | 314 (8.5%) |
| Tiger | 142 | 89 (62.7%) | 38 (26.8%) | 15 (10.6%) |
| Torbie | 301 | 261 (86.7%) | 22 (7.3%) | 18 (6.0%) |
| Tortoiseshell | 446 | 352 (78.9%) | 61 (13.7%) | 33 (7.4%) |
| Tuxedo | 478 | 360 (73.6%) | 65 (13.6%) | 53 (11.1%) |
| Van | 151 | 138 (91.4%) | 10 (6.6%) | 3 (1.9%) |
| 125 | 95 (76.0%) | 14 (11.2%) | 16 (12.8%) | |
| N/A | 4,529 | 3,221 (71.1%) | 911 (20.1%) | 397 (8.8%) |
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| 1,793 | 1,570 (87.6%) | 78 (4.3%) | 145 (8.1%) | |
| Treatable-manageable | 52 | 30 (57.7%) | 7 (13.5%) | 15 (28.8%) |
| Treatable-rehabilitatable | 151 | 98 (64.9%) | 23 (15.2%) | 30 (19.9%) |
| Unassigned | 8,760 | 6,701 (76.5%) | 1,309 (14.9%) | 750 (8.6%) |
| Unhealthy-Untreatable | 338 | 20 (52.6%) | 317 (93.8%) | 1 (0.3%) |
| N/A | 32 | 26 (81.3%) | 2 (6.2%) | 4 (12.5%) |
| Intake date (Julian) (mean ± standard error) | 11,126 | 193.4 ± 1.0 | 190.7 ± 2.4 | 188.5 ± 3.3 |
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| 2,245 | 1,698 (75.6%) | 371 (16.5%) | 176 (7.8%) | |
| 2017 | 2,801 | 2,047 (73.1%) | 456 (16.3%) | 298 (10.6%) |
| 2018 | 2,763 | 2,136 (77.3%) | 410 (14.8%) | 217 (7.8%) |
| 2019 | 2,729 | 2,131 (78.1%) | 411 (15.1%) | 187 (7.9%) |
| 2020 | 588 | 434 (73.8%) | 87 (14.8%) | 67 (11.4%) |
| Length of stay (mean ± standard error) | 11,126 | 30.0 ± 0.4 | 6.9 ± 0.5 | 13.1 ± 0.7 |
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| 43 | 32 (74.4%) | 7 (16.3%) | 4 (9.3%) | |
| Developed/high intensity | 1,643 | 1,305 (79.4%) | 257 (15.6%) | 81 (4.9%) |
| Developed/low intensity | 2,902 | 2,229 (76.8%) | 403 (13.9%) | 270 (9.3%) |
| Developed/medium intensity | 6,243 | 4,648 (74.5%) | 1,031 (16.5%) | 564 (9.0%) |
| Developed/open space | 295 | 231 (78.3%) | 38 (12.9%) | 26 (8.8%) |
| Median Income (at intake) (mean ± standard error) | 11,126 | 57,544.9 ± 368.2 | 65,391.5 ± 938.5 | 57,025.7 ± 1,020.3 |
For continuous variables, mean and standard error are provided. For categorical variables, counts, and proportions (in percentage) are described.
Indicates reference category.
Summary of model fit criteria for latent variables (cat characteristics and intake location) and structural equation models.
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| Physical attributes | 1.00 | 0.00 | 0.00 |
| Intake location | 0.99 | 0.04 | 0.01 |
| Model 1 | 0.99 | 0.02 | 0.01 |
| Model 2 | 0.99 | 0.02 | 0.02 |
| Model 3 | 0.98 | 0.04 | 0.03 |
| Model 4 | 0.99 | 0.03 | 0.02 |
| Model 5 (global) | 0.96 | 0.03 | 0.03 |
Models 1 through 4 test our specific hypotheses and model 5 refers to the global model (see text for details).
Indicates standard value. All other values represent robust estimates.
Figure 2The structural equation model describing our global model predicting cat outcomes. Arrows describe the direction of effect. Solid black arrows are statistically significant at α = 0.05, dotted arrows indicate a lack of statistical significance. Numbers alongside the arrows are standardized path coefficients (beta coefficients). Measured variables are depicted in rectangles, latent variables are depicted in ovals, and composite variables are depicted in hexagons. The error terms, which describe the variance of the associated term, are in circles. Possible outcome types are adoption, death/euthanasia, and return to field. Based on how they were coded, negative coefficients indicate an increased likelihood of adoption and positive coefficients indicate a decrease in likelihood of adoption.