A space-time extension of a conservative two-fluid cut-cell method for moving diffusion problems

This article presents a research paper on a numerical method for solving moving diffusion problems. The title suggests a focus on computational fluid dynamics and numerical analysis. The use of 'conservative' and 'cut-cell' indicates a specific approach to discretization and handling of boundaries. The 'space-time extension' implies an attempt to improve the method's accuracy or efficiency by considering both spatial and temporal aspects simultaneously. The source 'ArXiv' indicates that this is a pre-print or a published paper.

• •The article focuses on a numerical method for solving moving diffusion problems.
• •The method utilizes a conservative two-fluid cut-cell approach.
• •The research explores a space-time extension of the method.
• •The paper is available on ArXiv, indicating it's a pre-print or published work.