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Takashi Ishizuka. “On the Complexity of some restricted variants of Quotient Pigeon and a weak variant of Kőning,” Information Processing Letters, Vol. 190, 2025.
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Redirecting
Takashi Ishizuka. “On the Complexity of some restricted variants of Quotient Pigeon and a weak variant of Kőning,” Information Processing Letters, Vol. 190, 2025.

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Recently, Pasarkar et al. (2023) have introduced the new $${{\,\mathrm{\texttt{TFNP}}\,}}$$ TFNP subclass called $${{\,\mathrm{\texttt{PLC}}
Takashi Ishizuka. “Note on Constrained Long Choice with Multiple Beginning Elements,” Theory of Computing Systems, vol. 69(2), 2025.
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Revisiting MA vs. ∃ · BPP: A Functional Analogue | Jxiv, JSTプレプリントサーバ
Takashi Ishizuka. “Revisiting MA vs. $\exisits \cdot$ BPP: A Functional Analogue, Jxiv 2023.
Recently, Pasarkar, Papadimitriou, and Yannakakis (ITCS 2023) have introduced the new TFNP subclass called PLC that contains the class PPP;
Takashi Ishizuka. “PLS is contained in PLC,” arXiv 2023.

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This paper proposes a new one-sided matching market model in which every agent has a cost function that is allowed to take a negative value.
Takashi Ishizuka. “Graphical One-Sided Markets with Exchange Costs,” arXiv, 2023.
We study the complexity of computing a uniform Nash equilibrium on a bimatrix game. In general, it is known that such a problem is NP-comple
Takashi Ishizuka and Naoyuki Kamiyama. "NP-hardness of Computing Uniform Nash Equilibria on Planar Bimatrix Game," arXiv, 2022.
UPDATED:
The hardness result is strengthened.
UPDATED
v3: The hardness result is strengthened.
口頭発表
We study the complexity of computing a uniform Nash equilibrium on a bimatrix game. In general, it is known that such a problem is NP-comple
Takashi Ishizuka and Naoyuki Kamiyama. "NP-hardness of Computing Uniform Nash Equilibria on Planar Bimatrix Game," arXiv, 2022.
UPDATED:
The hardness result is strengthened.
This paper deals with the complexity of the problem of computing a pure Nash equilibrium for discrete preference games and network coordinat
Takashi Ishizuka and Naoyuki Kamiyama. "On Finding Pure Nash Equilibria of Discrete Preference Games and Network Coordination Games," arXiv, 2022.

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口頭発表
We study the complexity of computing a uniform Nash equilibrium on a bimatrix game. In general, it is known that such a problem is NP-comple
Takashi Ishizuka and Naoyuki Kamiyama. "NP-hardness of Computing Uniform Nash Equilibria on Planar Bimatrix Game," arXiv, 2022.
口頭発表
第18回数学総合若手研究集会
テクニカルレポートはこちら
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2021年度 冬のLAシンポジウム プログラム
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石塚天,「頂点重み付きグラフ上の探索問題の難しさ」,『異分野・異業種交流会2021』,オンライン,2021年11月.

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Takashi Ishizuka. “On the complexity of finding a Caristi’s fixed point”, Information Processing Letters, Vol. 170, 2021.
https://doi.org/10.1016/j.ipl.2021.106119