Isometric group actions on Banach spaces and representations vanishing at infinity [PDF]
, 2006 Our main result is that the simple Lie group $G=Sp(n,1)$ acts properly isometrically on $L^p(G)$ if $p>4n+2$. To prove this, we introduce property $({\BP}_0^V)$, for $V$ be a Banach space: a locally compact group $G$ has property $({\BP}_0^V)$ if every ...
A. Guichardet +27 more
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Effects of an Intervention in Online Physical Education Classes on Motivation, Intention, and Physical Activity of Adolescents during the COVID-19 Pandemic [PDF]
International Journal of School Health, 2021 Background: An important issue for pediatric health is to understand how to enhance the level of physical activity of children and adolescents during the pandemic.
Amir Dana +3 more
doaj +1 more source
Logarithmic Hennings invariants for restricted quantum sl(2) [PDF]
, 2017 We construct a Hennings type logarithmic invariant for restricted quantum $\mathfrak{sl}(2)$ at a $2\mathsf{p}$-th root of unity. This quantum group $U$ is not braided, but factorizable. The invariant is defined for a pair: a 3-manifold $M$ and a colored
Beliakova, Anna +2 more
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Reprocessing the Hipparcos data for evolved stars III Revised Hipparcos period-luminosity relationship for galactic long-period variable stars [PDF]
, 2003 We analyze the K band luminosities of a sample of galactic long-period variables using parallaxes measured by the Hipparcos mission. The parallaxes are in most cases re-computed from the Hipparcos Intermediate Astrometric Data using improved astrometric ...
A. Jorissen +53 more
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Harm Reduction Journal, 2005 Background This paper examines the differences in demographics, drug use patterns and self reported risk behaviours between regular injecting drug users (IDU) who report engaging in sex work for money or drugs and regular injecting drug users who do not.
Breen Courtney +2 more
doaj +1 more source
Brain and Behavior, 2021 Background and purpose Exercise is an adjunctive treatment in the management of Parkinson's disease (PD), but barriers such as health status, fear of overexertion, and lack of transportation to the location prevent regular exercise participation. Disease‐
Tim Stuckenschneider +5 more
doaj +1 more source
Kato-Milne Cohomology and Polynomial Forms
, 2018 Given a prime number $p$, a field $F$ with $\operatorname{char}(F)=p$ and a positive integer $n$, we study the class-preserving modifications of Kato-Milne classes of decomposable differential forms.
Chapman, Adam, McKinnie, Kelly
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Characteristics of the Number of Conjugacy Classes and P-Regular Classes in Finite Symmetric Groups
IOP Conference Series: Materials Science and Engineering, 2019 Abstract In this work, the number of p – regular classes N prc (S n ) in symmetric group S n is always less than or equal to the number of conjugacy classes Nc
Shuker Mahmood Khalil +1 more
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Automatic structures, rational growth and geometrically finite hyperbolic groups
, 1994 We show that the set $SA(G)$ of equivalence classes of synchronously automatic structures on a geometrically finite hyperbolic group $G$ is dense in the product of the sets $SA(P)$ over all maximal parabolic subgroups $P$. The set $BSA(G)$ of equivalence
A.F. Beardon +11 more
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The representation of integers by positive ternary quadratic polynomials
, 2015 An integral quadratic polynomial is called regular if it represents every integer that is represented by the polynomial itself over the reals and over the $p$-adic integers for every prime $p$. It is called complete if it is of the form $Q({\mathbf x} + {
Chan, Wai Kiu, Ricci, James
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