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Journal Articles

Sparse modeling approach for quasiclassical theory of superconductivity

Nagai, Yuki; Shinaoka, Hiroshi*

Journal of the Physical Society of Japan, 92(3), p.034703_1 - 034703_8, 2023/03

 Times Cited Count:0 Percentile:0(Physics, Multidisciplinary)

no abstracts in English

Journal Articles

sparse-ir; Optimal compression and sparse sampling of many-body propagators

Wallerberger, M.*; Badr, S.*; Hoshino, Shintaro*; Huber, S.*; Kakizawa, Fumiya*; Koretsune, Takashi*; Nagai, Yuki; Nogaki, Kosuke*; Nomoto, Takuya*; Mori, Hitoshi*; et al.

Software X (Internet), 21, p.101266_1 - 101266_7, 2023/02

 Times Cited Count:8 Percentile:88.45(Computer Science, Software Engineering)

no abstracts in English

Journal Articles

Sparse modeling of large-scale quantum impurity models with low symmetries

Shinaoka, Hiroshi*; Nagai, Yuki

Physical Review B, 103(4), p.045120_1 - 045120_8, 2021/01

 Times Cited Count:3 Percentile:27.71(Materials Science, Multidisciplinary)

no abstracts in English

Journal Articles

Smooth self-energy in the exact-diagonalization-based dynamical mean-field theory; Intermediate-representation filtering approach

Nagai, Yuki; Shinaoka, Hiroshi*

Journal of the Physical Society of Japan, 88(6), p.064004_1 - 064004_5, 2019/06

 Times Cited Count:11 Percentile:65.02(Physics, Multidisciplinary)

no abstracts in English

Oral presentation

Quasiclassical theory of superconductivity with the sparse modeling approach

Nagai, Yuki; Shinaoka, Hiroshi*

no journal, , 

no abstracts in English

Oral presentation

Sparse modeling approach for quasiclassical theory of superconductivity

Nagai, Yuki; Shinaoka, Hiroshi*

no journal, , 

Sparse modeling technique, one of the machine learning techniques, is now one of the very important techniques in materials science and solid state physics. In this talk, I will report on the application of sparse modeling to the theory for superconductors and achieve a speed-up of nearly 100 times faster than the conventional method. In the conventional theory, it is necessary to cut off the infinite series sum required for self-consistent simulations to some extent, but by using sparse modeling, it is shown that the infinite series sum can be calculated with practically tens of pieces of information by taking advantage of the sparsity of the information. As a result, the computation time was dramatically reduced.

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