Modeling Fast Fashion Dynamics with Differential Equations

Fast fashion contributes to environmental degradation, yet its full impact remains unclear due to limited data. Initially, we modeled overproduction using a logistic growth model but transitioned to a two-variable system due to data constraints. We applied a competing species Lotka-Volterra model to exam- ine the dynamic between fast fashion and thrift stores. This research explores the unexpected mutualistic relationship between these industries.

Publication Details

Journal
Loyola eCommons (Loyola University of Chicago)
Published
2025-04-30
Primary Topic
Astrophysical Phenomena and Observations
Type
article
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article

Modeling Fast Fashion Dynamics with Differential Equations

Loyola eCommons (Loyola University of Chicago)
Astrophysical Phenomena and Observations
article

Modeling Fast Fashion Dynamics with Differential Equations

article en

Abstract

Fast fashion contributes to environmental degradation, yet its full impact remains unclear due to limited data. Initially, we modeled overproduction using a logistic growth model but transitioned to a two-variable system due to data constraints. We applied a competing species Lotka-Volterra model to exam- ine the dynamic between fast fashion and thrift stores. This research explores the unexpected mutualistic relationship between these industries.

Loyola eCommons (Loyola University of Chicago)
Life in Land
Openalex Percentile: Top 56%
Astrophysical Phenomena and Observations
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Modeling Fast Fashion Dynamics with Differential Equations · Loyola eCommons (Loyola University of Chicago) (2025) | TGRS Research Map | TGRS