Abstract
Vocational education and dynamic social development are two complex nonlinear systems. Establishing the linear system theory of vocational education in university education is a relatively complex subject. We use qualitative and quantitative methods to establish nonlinear differential equations of college students' vocational education. This paper analyzes the structural characteristics of the vocational education industry-education integration system and the dynamic factors that cause the evolution of the nonlinear system. Finally, the article verifies the higher vocational education system's non-equilibrium, openness, and nonlinearity through examples.
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Lin, L., & Kharabsheh, R. (2023). Dynamic Nonlinear System Based on Complex System Theory in the Development of Vocational Education. Applied Mathematics and Nonlinear Sciences, 8(1), 961–968. https://doi.org/10.2478/amns.2022.2.0083
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