Tootfinder

Detective Conan and Osaka 2025,two great tastes that should go together.
#TheSpiritOfGoncherov
https://www.tumblr.com/teledyn/788332822411853824?source=share

Diego Luna articulate explains how being from Mexico helped establish the character of Cassian Andor.
▶️ Diego Luna (FULL EPISODE) | Conan O'Brien Needs A Friend
https://youtube.com/watch?v=BPon5e6Qgzs&si=D_e88I1vsJXzaIkW

Rebecca Romijn Kisses Conan O'Brian
https://www.youtube.com/shorts/oMqHbiQEDdQ

VC-dimension of generalized progressions in some nonabelian groups
Gabriel Conant, Aycin Iplikci Arodirik, Tora Ozawa, David Zeng
https://arxiv.org/abs/2505.21789

VC-dimension of generalized progressions in some nonabelian groups
We analyze generalized progressions in some nonabelian groups using a measure of complexity called VC-dimension, which was originally introduced in statistical learning theory by Vapnik and Chervonenkis. Here by a "generalized progression" in a group $G$, we mean a finite subset of $G$ built from a fixed set of generators in analogy to a (multidimensional) arithmetic progression of integers. These sets play an important role in additive combinatorics and, in particular, the study of approximate…

I have been trialling Substack as a supplement to my blog. Substack has a large community of people interested in local and social history, so it's a good fit for me. I'm not planning to stop blogging, and some posts may appear in both places, but it allows me scope to write on a wider range of topics. https://

Newspapers and Research
The Norwood Review and Sir Archur Conan Doyle

Distinguishing Filling Invariants Associated to Conjugacy in Groups
Conan Gillis, Timothy Riley
https://arxiv.org/abs/2506.19264 https://

Distinguishing Filling Invariants Associated to Conjugacy in Groups
Brick and Corson introduced annular Dehn functions in 1998 to quantify the conjugacy problem for finitely generated groups and gave the fundamental relationships between it, the Dehn function, and the conjugator length function. We furnish the theory with diverse examples groups. In particular, we show that these three invariants are independent -- no two of the three functions determine the other.

Quantization commutes with reduction for coisotropic A-branes
Naichung Conan Leung, Ying Xie, Yutung Yau
https://arxiv.org/abs/2506.06859 https://

Quantization commutes with reduction for coisotropic A-branes
On a Hamiltonian $G$-manifold $X$, we define the notion of $G$-invariance of coisotropic A-branes $\mathcal{B}$. Under neat assumptions, we give a Marsden-Weinstein-Meyer type construction of a coisotropic A-brane $\mathcal{B}_{\operatorname{red}}$ on $X // G$ from $\mathcal{B}$, recovering the usual construction when $\mathcal{B}$ is Lagrangian. For a canonical coisotropic A-brane $\mathcal{B}_{\operatorname{cc}}$ on a holomorphic Hamiltonian $G_\mathbb{C}$-manifold $X$, there is a fibration o…