Graduation Research Guide
Graduation Research Guide
We would like to introduce the graduation research themes for the Department of Physics and Mathematics in 2020.
| Teacher Name | Research Topics |
■ Exploring charge dynamics in superconductors and charge-ordered materials ■ Elucidation of phase dynamics of intrinsic Josephson junctions and their application to quantum bits | |
■Design and exploration of new high-temperature superconductors ■Development of functional materials and control of their properties | |
■Analysis of differential equations that appear in the representation theory of Lie groups and Lie algebras ■Construction of geometric invariants of representations and geometry of nilpotent orbits | |
■ Single molecule measurement of molecular motor proteins ■ Order formation by numerous molecular motors | |
■Topological research into dynamical systems theory ■Research on low-dimensional topology | |
■Research into the representation of Lie groups, Lie algebras, quantum groups, etc. using algebraic methods ■Research into geometry, combinatorics, and invariant theory that appear in representation theory | |
■Quantum many-body effects in giant magnetoresistance materials and high-temperature superconductors ■Materials design for device materials using computer simulations | |
■Understanding and quantum control of coherent high-speed nonlinear optical phenomena induced by excited atoms ■Research into many-body systems of cold Rydberg atoms generated in a magneto-optical trap | |
■ We conduct theoretical, numerical and experimental research into various friction phenomena, from paper to molecules, powders and earthquakes, to clarify their universality and individuality. | |
■Research into stochastic processes ■Analysis of differential operators using stochastic analysis | |
■ Cell dynamics ■Application of nanodevices to life sciences | |
■ Observational research into celestial phenomena using artificial satellites and development of observation equipment ■Research into sudden astronomical phenomena based mainly on observations in the X-ray and gamma-ray regions | |
■Research on stochastic optimal control problems ■Research on the Hamilton-Jacobi-Bellman equation | |
■ Search for the electromagnetic counterpart of gravitational wave sources ■ Observational research into high-energy transient objects | |
■ Research on the Painlevé equation and the discrete Painlevé equation ■Construction of solutions to nonlinear integrable equations | |
■ The moment a black hole is born, and the origin of gamma-ray bursts ■ Understanding high-energy cosmic rays and high-energy gamma-ray emitting celestial bodies ■Reproducing space events on Earth: Laboratory astrophysics |