On the completeness of a family of functions in mathematical fluid dynamics
Zhen Cui, Keke Zhang
TL;DR
This paper discusses the completeness of a specific family of functions in mathematical fluid dynamics, aiming to understand their role in representing solutions within the field.
Contribution
It investigates the conditions under which a family of functions is complete in the context of fluid dynamics, providing theoretical insights.
Findings
The family of functions is complete under certain conditions.
Implications for solving fluid dynamics equations.
Theoretical framework established for future research.
Abstract
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Taxonomy
TopicsAdvanced Mathematical Modeling in Engineering · Aquatic and Environmental Studies · Differential Equations and Numerical Methods