Symmetry Applications in Uncertain Differential Equations

Dear Colleagues,

An uncertain differential equation is a type of differential equation involving uncertain processes. Nowadays, the study of uncertain differential equations is in a period of rapid development, and it involves fields including finance, optimal control, game theory, accelerated degradation test, birth rate, chemical reaction, crude oil price, drug metabolism, electric circuit, epidemic spread, gas futures price, heat conduction, liquid seepage, population, rumor spread, software reliability, spring vibration, and string vibration. The aim of this Special Issue is to attract leading researchers in these areas in order to include new high-quality results involving their symmetry properties, both from a theoretical and an applied point of view.

The topics of interest for this Special Issue include but are not limited to:

1. uncertain differential equation;
2. uncertain statistics;
3. uncertain programming;
4. uncertain calculus;
5. uncertain finance.

Dr. Anshui Li
Dr. Waichon Lio
Prof. Dr. Baoding Liu
Guest Editors

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