Analysis of Pacific Halibut with Uncertain Gordon-Schaefer Equation

This paper extends the research and applications of the uncertain Gordon-Schaefer model. We examine two stability criteria for the equation solutions: stability in mean and stability in p-th moment. Then we collect 85 data points from the International Pacific Halibut Commission and analyze the catch data using the uncertain Gordon-Schaefer equation. Through the uncertain hypothesis test, we demonstrate that the uncertain Gordon-Schaefer equation provides an adequate fit. Finally, we establish why the stochastic Gordon-Schaefer equation fails to characterize the halibut catch data effectively.

Authors

Publication Details

Journal
Journal of Uncertain Systems
Published
2026-05-28
DOI
https://doi.org/10.1142/s1752890926500121
Primary Topic
Fuzzy Systems and Optimization
Type
article
Field-Weighted Citation Impact
0.00
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article

Analysis of Pacific Halibut with Uncertain Gordon-Schaefer Equation

Dan Chen
Journal of Uncertain Systems
Fuzzy Systems and Optimization
article

Analysis of Pacific Halibut with Uncertain Gordon-Schaefer Equation

Dan Chen
article en

Abstract

This paper extends the research and applications of the uncertain Gordon-Schaefer model. We examine two stability criteria for the equation solutions: stability in mean and stability in p-th moment. Then we collect 85 data points from the International Pacific Halibut Commission and analyze the catch data using the uncertain Gordon-Schaefer equation. Through the uncertain hypothesis test, we demonstrate that the uncertain Gordon-Schaefer equation provides an adequate fit. Finally, we establish why the stochastic Gordon-Schaefer equation fails to characterize the halibut catch data effectively.

Journal of Uncertain Systems
Openalex Percentile: Top 4%
Fuzzy Systems and Optimization
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