Zobrazeno 1 - 10
of 1 825
pro vyhledávání: '"Kim Sungjin"'
Autor:
Kim, Sungjin1 (AUTHOR) r3dzon3@chu.ac.kr, Chang, Yongjun1 (AUTHOR) yongnjin@chu.ac.kr, An, Sungjun1 (AUTHOR) sjan2020@chu.ac.kr, Kim, Deokseok2 (AUTHOR) laurent@mteg.co.kr, Cho, Jaegu3 (AUTHOR) jgcho@korea.ac.kr, Oh, Kyungho3 (AUTHOR) ohkyungho@korea.ac.kr, Baek, Seungkuk3 (AUTHOR) mdbsk@korea.ac.kr, Choi, Bo K.2 (AUTHOR) bo@mteg.co.kr
Publikováno v:
Cancers. Oct2024, Vol. 16 Issue 20, p3482. 15p.
Publikováno v:
In Construction and Building Materials 20 December 2024 456
Autor:
Sambandam, Balaji, Lee, Hyeonseo, Kim, Sungjin, Zikri, Adi Tiara, Lestari, Kiki Rezki, Lee, Seunggyeong, Kim, Jaekook
Publikováno v:
In Journal of Power Sources 15 December 2024 623
Autor:
Kim, Sungjin, Chung, Sewoong
Publikováno v:
In Journal of Hydrology: Regional Studies December 2024 56
Autor:
Kim, Sungjin, Biju, Catherine, Karunarathna, Menisha S., Grimes, Niya Y., Hmeidat, Nadim S., Reyes-Zacarias, July, Agarwal, Shradha, Anisur Rahman, Md, Gilmer, Dustin B., Compton, Brett G., Bullock, Steve E., Saito, Tomonori, Cramer, Corson L.
Publikováno v:
In Chemical Engineering Journal 1 November 2024 499
Autor:
Kim, Sungjin, Lee, Sukyo, Ahn, Sejoong, Park, Jonghak, Moon, Sungwoo, Cho, Hanjin, Choi, Sung-Hyuk
Publikováno v:
In Heliyon 15 September 2024 10(17)
Autor:
Safarzadeh, Melody, Richardson, Lauren S., Kammala, Ananth Kumar, Mosebarger, Angela, Bettayeb, Mohamed, Kim, Sungjin, Lam, Po Yi, Radnaa, Enkhtuya, Han, Arum, Menon, Ramkumar
Publikováno v:
In Extracellular Vesicle June 2024 3
Autor:
Kim, Sungjin, Chung, Sewoong
Publikováno v:
In Science of the Total Environment 10 May 2024 924
Autor:
Jeon, Yumin, Kim, Sungjin, Ahn, Sejoong, Park, Jong-Hak, Cho, Hanjin, Moon, Sungwoo, Lee, Sukyo
Publikováno v:
In American Journal of Emergency Medicine April 2024 78:196-201
Autor:
Kim, Sungjin
Publikováno v:
Res. number theory 8, 44 (2022) https://link.springer.com/article/10.1007/s40993-022-00345-6
We prove that the reciprocal sum $S_k(x)$ of the least common multiple of $k\geq 3$ positive integers in $\N\cap [1,x]$ satisfies $$ S_k(x)=P_{2^k-1}(\log x)+O(x^{-\theta_k+\epsilon}) $$ where $P$ is a polynomial of degree $2^k-1$ and $\theta_k=\frac
Externí odkaz:
http://arxiv.org/abs/2106.01638
