Haku
Aineistot 131-140 / 5682
A New Species of the Genus Crenubiotus (Tardigrada: Eutardigrada: Adorybiotidae) from Salt Spring Island, Strait of Georgia, British Columbia (Canada)
(Polish Academy of Sciences, Institute of Systematics and Evolution of Animals, 2022)
Currently, the recently erected genus Crenubiotus (Adorybiotidae, Macrobiotoidea) includes only three species, all of which are characterised by dentate lunulae and cuticular tubercules organised in the band in the ...
A Newman property for BLD-mappings
(American Mathematical Society, 2019)
We define a Newman property for BLD-mappings and prove that for a BLD-mapping between generalized manifolds equipped with complete path-metrics, this property is equivalent to the branch set being porous when the codomain is LLC.
A Next‐Generation Air‐Stable Palladium(I) Dimer Enables Olefin Migration and Selective C−C Coupling in Air
(Wiley-VCH Verlag, 2020)
We report a new air‐stable PdI dimer, [Pd(μ‐I)(PCy2tBu)]2, which triggers E‐selective olefin migration to enamides and styrene derivatives in the presence of multiple functional groups and with complete tolerance of air. ...
A nonlinear mixed model approach to predict energy expenditure from heart rate
(Institute of Physics, 2021)
Objective: Heart rate (HR) monitoring provides a convenient and inexpensive way to predict energy expenditure (EE) during physical activity. However, there is a lot of variation among individuals in the EE-HR relationship, ...
A note on Kakeya sets of horizontal and SL(2) lines
(Wiley-Blackwell, 2023)
We consider unions of S L (2) lines in R3. These are lines of the form L=(a,b,0)+span(c,d,1) where ab-cd=1. We show that if L is a Kakeya set of S L (2) lines, then the union U L has Hausdorff dimension 3. This answers ...
A note on Malliavin smoothness on the Lévy space
(University of Washington, 2017)
We consider Malliavin calculus based on the Itô chaos decomposition of square integrable
random variables on the Lévy space. We show that when a random variable
satisfies a certain measurability condition, its differentiability ...
A note on the capacity estimate in metastability for generic configurations
(Springer, 2024)
In this paper we further develop the ideas from Geometric Function Theory initially introduced in Avelin et al. (Commun Math Phys 404:401–437, 2023), to derive capacity estimate in metastability for arbitrary configurations. ...
A note on topological dimension, Hausdorff measure, and rectifiability
(American Mathematical Society, 2020)
We give a sufficient condition for a general compact metric space to admit an n-rectifiable piece, as a consequence of a recent result of David Bate. Let X be a compact metric space of topological dimension n. Suppose that ...
A Novel Approach to β-Decay : PANDORA, a New Experimental Setup for Future In-Plasma Measurements
(MDPI AG, 2022)
Theoretical predictions as well as experiments performed at storage rings have shown that the lifetimes of β-radionuclides can change significantly as a function of the ionization state. In this paper we describe an ...
A Novel Halogen Bond Acceptor : 1-(4-Pyridyl)-4-Thiopyridine (PTP) Zwitterion
(MDPI, 2020)
Sulfur is a widely used halogen bond (XB) acceptor, but only a limited number of neutral XB acceptors with bifurcated sp3-S sites have been reported. In this work a new bidentate XB acceptor, 1-(4-pyridyl)-4-thiopyridine ...