Wellcome to my homepage!
Ambitious leads to innovation. I believe that mixed integer nonlinear programmings (and generalized disjunctive programmings), which are formulated using continuous and integer variables (continuous variables and Boolean variables), provides not only profound insights into the nature of our universe but also extremely powerful sets of computational methods. This website is launched to share my findings and passion on my research with the world when they can.
Open source software
The effectiveness of mixed-integer nonlinear programmings (and generalized disjunctive programmings) has been clarified by my research. One of the applications is mathematical crystal chemistry, which enables us to design prototypes of crystal structures by extracting the meaningful optimal solutions of the original continuous optimization problem for crystal structure prediction. The software, which implements the solution method derived in my theory, are shared under the terms of the MIT Lisence for transparent and honest interactions with you.
Open data
This website is launched to share not only my softwares but also as much data generated by my softwares as possible with the world when they can. For example, mathematical crystal chemistry designs prototypes of crystal structures as optimal solutions of the govering equation. Since I believe that the prototypes are useful as initial structures to predict unknown materials, I will share as many optimal solutions discovered by large-scale calculations as possible with you.