Tootfinder

Major blow to CEN/CENLEC but also to DIN and other EU standardisation organisations via ECJ Decision. Oxygen for developers!
ECJ:
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failing to recognise that the requested harmonised standards cannot be protected by copyright since they are part of the EU law and the rule of law requires free access to the law;
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All European Norms must be free

Rethinking Clustered Federated Learning in NOMA Enhanced Wireless Networks
Yushen Lin, Kaidi Wang, Zhiguo Ding
https://arxiv.org/abs/2403.03157 https://

Rethinking Clustered Federated Learning in NOMA Enhanced Wireless Networks
This study explores the benefits of integrating the novel clustered federated learning (CFL) approach with non-orthogonal multiple access (NOMA) under non-independent and identically distributed (non-IID) datasets, where multiple devices participate in the aggregation with time limitations and a finite number of sub-channels. A detailed theoretical analysis of the generalization gap that measures the degree of non-IID in the data distribution is presented. Following that, solutions to address t…

TIL that Brendan Fraser gender swapped the character Anck-Su-Namun on the set of “The Mummy” as a prank and my love for him grows.
https://channels.im/@fxoxo/111660568668910336

F*XOXO (@fxoxo@channels.im)
Attached: 1 image Petition to put Brendan Fraser in films again https://www.fxoxo.com/31854/ #BehindTheScenes #Movie #Movies #MoviesInTheMaking

This https://arxiv.org/abs/2404.01779 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_qu…

Diagonal Coset Approach to Topological Quantum Computation with Fibonacci Anyons
We investigate a promising conformal field theory realization scheme for topological quantum computation based on the Fibonacci anyons, which are believed to be realized as quasiparticle excitations in the $\mathbb{Z}_3$ parafermion fractional quantum Hall state in the second Landau level with filling factor $ν=12/5$. These anyons are non-Abelian and are known to be capable of universal topological quantum computation. The quantum information is encoded in the fusion channels of pairs of such …

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On the functoriality of refined unramified cohomology
Kees Kok, Lin Zhou
https://arxiv.org/abs/2403.10198 https://arxiv.org/pdf/2403.…

On the functoriality of refined unramified cohomology
In this paper, we generalise the construction of the functorial pullback of refined unramified cohomology between smooth schemes, by following the ideas of Fulton's intersection theory and Rost's cycle modules. We also define standard actions of algebraic cycles on the refined unramified cohomology groups of smooth proper schemes avoiding Chow's moving lemma, which coincide with Schreieder's constructions for smooth projective schemes. As applications, we prove the projective bundle and blow-up…

Surprising and disappointing that #Apple’s #iMessage network will not be required to be interoperable with other major messaging services across the EU. Surprising because iMessage is used by every #iPhone

Deterministic identification over channels with finite output: a dimensional perspective on superlinear rates
Pau Colomer, Christian Deppe, Holger Boche, Andreas Winter
https://arxiv.org/abs/2402.09117

Deterministic identification over channels with finite output: a dimensional perspective on superlinear rates
Following initial work by JaJa and Ahlswede/Cai, and inspired by a recent renewed surge in interest in deterministic identification via noisy channels, we consider the problem in its generality for memoryless channels with finite output, but arbitrary input alphabets. Such a channel is essentially given by (the closure of) the subset of its output distributions in the probability simplex. Our main findings are that the maximum number of messages thus identifiable scales super-exponentially as…

Even-carry polynomials and cohomology of line bundles on the incidence correspondence in positive characteristic
Evan M. O'Dorney
https://arxiv.org/abs/2404.04166

Even-carry polynomials and cohomology of line bundles on the incidence correspondence in positive characteristic
We consider the cohomology groups of line bundles $\mathcal{L}$ on the \emph{incidence correspondence}, that is, a general hypersurface $X \subset \mathbb{P}^{n-1} \times \mathbb{P}^{n-1}$ of degrees $(1,1)$. Whereas the characteristic $0$ situation is completely understood, the cohomology in characteristic $p$ depends in a mysterious way on the base-$p$ digits of the degrees $(d, e)$ of $\mathcal{L}$. Gao and Raicu (following Linyuan Liu) prove a recursive description of the cohomology for $n …