Members
Samuele FaglioniGraduate Student
Classical hydrodynamics, knot theory, classical theory of elasticity, dynamical systems.
Affiliations
Hiroshima University, Graduate School of Advanced Science and Engineering
Bio
Academic Advisor: Katsuya Inoue
Co-Mentors: Yuka Kotorii, Elisabetta Matsumoto
Collaborators: Renzo L Ricca, Davide Michieletto
Recent developments have shown the significance of topology in physical theories. Michael Berry, Yakir Aharonov, and David Bohm have made pioneering contributions to the study of the implications of geometric and topological effects in physics, opening up new avenues of research. Gustav R. Kirchhoff works on elasticity and the writhing number introduced by Francis B. Fuller extended the theory of elastic filaments to dynamical phenomena that can be observed in DNA physics, such as supercoiling. Newly discovered topological states of matter will bring new technology and the creation of new materials, where topology and its implications will contribute to revolutionise modern science.
What I like about my science
Although knot theory has already made a tremendous progress, fundamental aspects of applications of topology to physical sciences remain completely elusive and unexplained. Classical mechanics, quantum mechanics, and hydrodynamics share a common geometric and topological framework that I like to explore in full depth.
https://kotai.hiroshima-u.ac.jp/member-en/
Co-Mentors: Yuka Kotorii, Elisabetta Matsumoto
Collaborators: Renzo L Ricca, Davide Michieletto
Recent developments have shown the significance of topology in physical theories. Michael Berry, Yakir Aharonov, and David Bohm have made pioneering contributions to the study of the implications of geometric and topological effects in physics, opening up new avenues of research. Gustav R. Kirchhoff works on elasticity and the writhing number introduced by Francis B. Fuller extended the theory of elastic filaments to dynamical phenomena that can be observed in DNA physics, such as supercoiling. Newly discovered topological states of matter will bring new technology and the creation of new materials, where topology and its implications will contribute to revolutionise modern science.
What I like about my science
Although knot theory has already made a tremendous progress, fundamental aspects of applications of topology to physical sciences remain completely elusive and unexplained. Classical mechanics, quantum mechanics, and hydrodynamics share a common geometric and topological framework that I like to explore in full depth.
Website links
https://kotai.hiroshima-u.ac.jp/member-en/
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