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@@ -132,6 +132,7 @@ Bounds for which the level of available verification is currently at minimal lev
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-[31](https://teorth.github.io/optimizationproblems/constants/31a.html)**improved lower bound (unverified):** $C_{31} \geq 0.79970*$ by [Archivara](https://archivara.org/paper/1a5c6a48-a106-40e4-a5f0-97833f3a25a7), 4 Mar 2026.
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-[10a](https://teorth.github.io/optimizationproblems/constants/10a.html)**improved lower bound:** $C_{10} \geq 1.67696 + 10^{-12}$ by [Chris Jones and Giulio Malavolta](https://arxiv.org/pdf/2603.30039), 31 Mar 2026.
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-[48](https://teorth.github.io/optimizationproblems/constants/48a.html)**solved:** $C_{48} = c_\star^2 \approx 5.33386$ by [Damek Davis and Sam Power](https://arxiv.org/abs/2604.03170), 3 Apr 2026.
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-[1a](https://teorth.github.io/optimizationproblems/constants/1a.html), [1b](https://teorth.github.io/optimizationproblems/constants/1b.html)**improved upper bounds:** $C_{1a} \leq 1.503871$ and $C_{1b} \leq 0.380868$ by [YLTLYSTYLLGDHZSWZSHMELCZX2026](https://arxiv.org/abs/2604.19341), 21 Apr 2026.
@@ -47,3 +50,5 @@ for all non-negative $f \colon \mathbb{R} \to \mathbb{R}$.
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-[WSZXRYHHMPCHCWDS2025] Wang, Yiping; Su, Shao-Rong; Zeng, Zhiyuan; Xu, Eva; Ren, Liliang; Yang, Xinyu; Huang, Zeyi; He, Pengcheng; Cheng, Hao; Chen, Weizhu; Wang, Shuohang; Du, Simon Shaolei; Shen, Yelong. ThetaEvolve: Test-time Learning on Open Problems. [arXiv:2511.23473](https://arxiv.org/abs/2511.23473)
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-[XX2026] Xie, Xinyuan. Unpublished improvement to the lower bound for $C_{1a}$ (claiming $C_{1a} \ge 1.2802$). 2026. See [Grok chat](https://grok.com/share/c2hhcmQtNQ_f4d17f80-4582-4679-b931-06277fd4cfd4?rid=a60436ae-eaba-4638-a0fd-47b231f19cd0).
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-[YKLBMWKCZGS2026] Yuksekgonul, Mert; Koceja, Daniel; Li, Xinhao; Bianchi, Federico; McCaleb, Jed; Wang, Xiaolong; Kautz, Jan; Choi, Yejin; Zou, James; Guestrin, Carlos; Sun, Yu. [Learning to Discover at Test Time](https://test-time-training.github.io/discover.pdf), 2026.
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-[T2026] Together AI. Einsteinarena-new-sota: State-of-the-art results on open math problems, 2026. URL https://github.com/togethercomputer/EinsteinArena-new-SOTA.
@@ -52,4 +54,6 @@ for all non-negative $f,g: [-1,1] \to [0,1]$ with $f+g=1$ on $[-1,1]$ and $\int_
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-[MRS1956] Motzkin, T. S.; Ralston, K. E.; Selfridge, J. L., Minimal overlap under translation. Abstract Bull. Amer. Math. Soc. 62, 558 (1956).
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-[S1958] Swierczkowski, S., On the intersection of a linear set with the translation of its complement. Colloq. Math. 5 (1958), 185-197.
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-[W2022] White, E. P., Erdős' minimum overlap problem. [arXiv:2201.05704](https://arxiv.org/abs/2201.05704) (2022).
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-[YKLBMWKCZGS2026] Yuksekgonul, Mert; Koceja, Daniel; Li, Xinhao; Bianchi, Federico; McCaleb, Jed; Wang, Xiaolong; Kautz, Jan; Choi, Yejin; Zou, James; Guestrin, Carlos; Sun, Yu. [Learning to Discover at Test Time](https://test-time-training.github.io/discover.pdf), 2026.
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-[YKLBMWKCZGS2026] Yuksekgonul, Mert; Koceja, Daniel; Li, Xinhao; Bianchi, Federico; McCaleb, Jed; Wang, Xiaolong; Kautz, Jan; Choi, Yejin; Zou, James; Guestrin, Carlos; Sun, Yu. [Learning to Discover at Test Time](https://test-time-training.github.io/discover.pdf), 2026.
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-[T2026] Together AI. Einsteinarena-new-sota: State-of-the-art results on open math problems, 2026. URL https://github.com/togethercomputer/EinsteinArena-new-SOTA.
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