Titlebook: WALCOM: Algorithms and Computation; 18th International C Ryuhei Uehara,Katsuhisa Yamanaka,Hsu-Chun Yen Conference proceedings 2024 The Edit

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獨(dú)裁政府

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Commemorate

,Recent Research Activities on?Algorithmic Foundations for?Social Advancement,ety. A five-year nation-wide research project on algorithmic techniques, initiated in 2020, is currently in progress in Japan. This presentation aims to provide an overview of the “AFSA” (Algorithmic Foundations for Social Advancement) project and introduce some selected topics from our recent research activities.

Brain-Imaging

,On MAX–SAT with?Cardinality Constraint,mits a .-factor approximation algorithm in polynomial time [Sviridenko, Algorithmica 2001] and it is proved that there is no .-factor approximation algorithm in . time for ., the unweighted monotone version of. . [Manurangsi, SODA 2020]. Therefore, we study two restricted versions of the problem in the realm of parameterized complexity.

瑣事

,On MAX–SAT with?Cardinality Constraint,mits a .-factor approximation algorithm in polynomial time [Sviridenko, Algorithmica 2001] and it is proved that there is no .-factor approximation algorithm in . time for ., the unweighted monotone version of. . [Manurangsi, SODA 2020]. Therefore, we study two restricted versions of the problem in the realm of parameterized complexity.

Palter

Lecture Notes in Computer Sciencehttp://image.papertrans.cn/w/image/1020038.jpg

Phonophobia

https://doi.org/10.1007/978-981-97-0566-5approximation algorithms; combinatorial reconfiguration; computational complexity; computational geomet

intuition

,Simultaneous Drawing of?Layered Trees, describe a dynamic program running in polynomial time for the restricted case of two trees. If there are more than two trees, we restrict the number of layers to three, which allows for a reduction to a shortest-path problem. This way, we achieve XP-time in the number of trees.