Tootfinder

Shohei Ohtani’s Former Interpreter Pleading Guilty To Multiple Charges
#MLB #Baseball #MLBTradeRumors

This stops short of naming names, but only just
https://www.irishtimes.com/politics/2024/05/09/ul-staff-expressed-multiple-concerns-very-early-on-over-student-housing-project-pac-hears/

UL staff expressed ‘multiple concerns very early on’ over student housing project, PAC hears
Controls to properly regulate the transaction were ‘overridden’, committee told

Regularization for multiple Eisenstein series of level $N$
Hayato Kanno
https://arxiv.org/abs/2405.04770 https://arxiv.org/pdf/2405.0…

Regularization for multiple Eisenstein series of level $N$
Bachmann and Tasaka discovered a relationship between multiple Eisenstein series (MES) of level 1 and formal iterated integrals corresponding to multiple zeta value (MZV). They also constructed shuffle regularized MES of level 1, which satisfies the shuffle relation that is same as multiple zeta values. Bachmann also constructed harmonic regularized MES. In this paper, we expand their results for arbitrary level and give some linear relations among MES of level N.

UFL Week 2 takeaways: St. Louis Battlehawks make spring football history, multiple QBs could draw NFL interest

https://www.cbssports.com/nfl/n…

UFL Week 2 takeaways: St. Louis Battlehawks make spring football history, multiple QBs could draw NFL interest
A look at some of the biggest headlines around spring ball

This https://arxiv.org/abs/2404.15233 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_hept…

Towards field theory of multiple D0-branes. Hamiltonian mechanics and quantization of simplest 3D prototype of multiple D0-brane system
Recently we have constructed a completely supersymmetric nonlinear action possessing the properties expected from multiple D0-brane system. Its quantization should result in an interesting supersymmetric field theory in the (super)space with additional matrix coordinates which can provide an important insights in the study of String Theory. As a first stage toward this aim, in this paper we construct the Hamiltonian mechanics and perform covariant quantization of the simplest three dimensional …

Multiple European intelligence agencies accuse Russia of plotting sabotage across the continent – Firstpost
https://www.firstpost.com/world/multiple-european-intelligence-agencies-accuse-…

Multiple European intelligence agencies accuse Russia of plotting sabotage across the continent
The intelligence agencies have warned their governments that Russia has already begun to more actively prepare covert bombings, arson attacks and damage to infrastructure on European soil, directly and via proxies

Just updated the convex hull example (and the underlying `clipConvex()` function in https://thi.ng/geom) to support paths (shown in the examples) and complex polygons...
Demo:

Functional, polymorphic API for 2D geometry types & SVG generation

Probabilistically Informed Robot Object Search with Multiple Regions
Matthew Collins, Jared J. Beard, Nicholas Ohi, Yu Gu
https://arxiv.org/abs/2404.04186 …

Probabilistically Informed Robot Object Search with Multiple Regions
The increasing use of autonomous robot systems in hazardous environments underscores the need for efficient search and rescue operations. Despite significant advancements, existing literature on object search often falls short in overcoming the difficulty of long planning horizons and dealing with sensor limitations, such as noise. This study introduces a novel approach that formulates the search problem as a belief Markov decision processes with options (BMDP-O) to make Monte Carlo tree search…

On the evaluations of multiple $S$ and $T$ values of the form $S(\overset{{}_{(-)}}{2}, 1, \ldots, 1, \overset{{}_{(-)}}{1})$ and $T(\overset{{}_{(-)}}{2}, 1, \ldots, 1, \overset{{}_{(-)}}{1})$
Steven Charlton
https://arxiv.org/abs/2403.04727

On the evaluations of multiple $S$ and $T$ values of the form $S(\overset{{}_{(-)}}{2}, 1, \ldots, 1, \overset{{}_{(-)}}{1})$ and $T(\overset{{}_{(-)}}{2}, 1, \ldots, 1, \overset{{}_{(-)}}{1})$
Xu, Yan and Zhao showed that in even weight, the multiple $T$ value $T(2, 1, \ldots, 1, \overline{1})$ is a polynomial in $\log(2)$, $π$, Riemann zeta values, and Dirichlet beta values. Based on low-weight examples, they conjectured that $\log(2)$ does not appear in the evaluation. We show that their conjecture is correct, and in fact follows largely from various earlier results of theirs. More precisely, we derive explicit formulae for $T(2, 1, \ldots, 1, \overline{1})$ in even weight and $S(…

Some Remarks on Maesaka-Seki-Watanabe's Formula for the Multiple Harmonic Sums
Shuji Yamamoto
https://arxiv.org/abs/2403.03498 https://

Some Remarks on Maesaka-Seki-Watanabe's Formula for the Multiple Harmonic Sums
Recently, Maesaka, Seki and Watanabe discovered a surprising equality between multiple harmonic sums and certain Riemann sums which approximate the iterated integral expression of the multiple zeta values. In this paper, we describe the formula corresponding to the multiple zeta-star values and, more generally, to the Schur multiple zeta values of diagonally constant indices. We also discuss the relationship of these formulas with Hoffman's duality identity and an identity due to Kawashima.