Takashi Kagaya | Last modified date：2019.01.15 |

Academic Degree

Doctor of Science

Field of Specialization

Partial Differential Equation

Outline Activities

The subjects of my research are variational problems for surfaces and surface evolution equations. In particular, I am interested in the mathematical structure of the contact angle between two surfaces, so my recent researches are analysis for surface evolution equations with contact angle conditions and characterization of surfaces with contact angles by using an energy functional which appeared in a phase separation model. On these researches, I apply analysis of the asymptotic behavior of classical solutions (smooth solutions) and the geometric measure theory which enable representation of a surface with singularities as a measure.

Research

**Research Interests**

- Surfaces with contact angle structure

keyword : Surface evolution equation, Contact angle, Geometric measure theory, Variational problems

2013.04～2023.05.

**Academic Activities**

**Papers**

**Membership in Academic Society**

- The Mathematical Society of Japan

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