We would like to express my sincere condolences to those related to the 2024 Ishikawa Noto Earthquake on Jan. 1, 2024. The following material is about ionospheric anomalies data before the earthquake just for your reference. (Published at 22:30 on Jan. 1, 2024.) https://chaos.amp.i.kyoto-u.ac.jp/wp-content/uploads/2024/01/Ishikawa-Noto20240101en.pdf

Inventor of quasar encryption, chaotic Monte Carlo computation, primitive root codes and correlation analysis. Super generalized central limit theorem and universal super generalized central limit theorem were discovered in this laboratory. Since April 2012, I have been Professor at Graduate School of Informatics, Kyoto University. I have been continuously studying chaos since the 1990s, while at ...

I’m the junior associate professor of the laboratory of physical statistics of the department of applied mathematics and physics from April 1st, 2023. My research focuses on the statistical properties of random walks with topological constraints: I’ve studied on a circular random walk (random polygon), which has the topological constraint that the end of the ...

Akira Mizuno has been involved in research on applied electrostatics and high-voltage engineering, which includes electrostatic precipitation, environmental application of non-thermal plasma, sterilization, and manipulation of single DNA molecules.  He received PhD. Degree in electrical engineering from the University of Tokyo in 1978.  He was with Ishikawajima-Harima Heavy Industries Company, Ltd., Tokyo in 1978.  In ...

D. student in the Umeno Laboratory, Department of Applied Mathematics and Physics, Graduate School of Informatics, being started in April 2020. Interests: Probabilistic forecasting of earthquakes, seismic activity, complex systems, statistical physics. Recently I’m also interested in forecasting seismic activity using machine learning techniques.

Obtained US patent for image compression technique using centrality sets, “Data processing method in tree form and data processing device” granted in US8948523B2. This is a technology that can reduce the amount of data by converting an N-dimensional continuum into N+1 dimensions. From this, I study the evolution of the universe and natural phenomena. I also ...

Keishi Takahisa (M2)

I joined the Department of Physical Statistics in April 2021 and received the degree of BSc in Informatics from Kyoto University in March 2022.My research focuses on detecting electromagnetic precursor phenomena of large-scale earthquakes and volcanic eruptions with the CRA (CoRrelation Analysis) algorithm and with the abnormality detection algorithm by using GNSS data. ...

I joined this laboratory from April 2021, and received a bachelor’s degree from KyotoUniversity at the end of March 2022. Since my Bachelor’s days, I have been conducting research related to the analysis of financial market trends based on the Chaotic Market Hypothesis. I believe that the application of chaos theory can be used to ...

I received a BSc in informatics from Kyoto University in 2022. I am interested in chaotic sequences and machine learning. I’m from Shiga prefecture, Japan.

I received BSc in Applied Mathmatics and Physics from Kyoto University.I am conducting research on communication, specifically exploring the application of chaos codes to parallel transmission methods. In the future, I am interested in pursuing theoretical applications utilizing the properties of chaos, and hope to continue researching in that area.

Kei Yoneyama (M1)

Kohki Takeda (M1)

Mayo Ikeda (M1)

I received my Bachelor’s degree in science from Kyoto University in 2022. During my bachelor’s, I did experiments in the Quantum Optics Laboratory. I joined this laboratory in October 2022.Currently, I am working on the analysis of the financial time series

Seiji Ueki (B4)

Yuma Yasunaga (B4)

Takuto Nagano

Mathematical Engineering Course Head Management Research

After being assigned to our laboratory in the fourth year of his bachelor’s degree, he has supported the chaos synchronization phenomenon confirmed by coupling multiple solvable chaotic dynamical systems with each other using numerical simulations and mathematical analysis (bachelor’s degree), and has shown that the chaos synchronization phenomenon is also confirmed in more complex network ...