1,701 research outputs found
Testing strong gravity with gravitational waves and Love numbers
The LIGO observation of GW150914 has inaugurated the gravitational-wave astronomy era and the possibility of testing gravity in extreme regimes. While distorted black holes are the most convincing sources of gravitational waves, similar signals might be produced also by other compact objects. In particular, we discuss what the gravitational-wave ringdown could tell us about the nature of the emitting object, and how measurements of the tidal Love numbers could help us in understanding the internal structure of compact dark objects
First-passage times in multi-scale random walks: the impact of movement scales on search efficiency
An efficient searcher needs to balance properly the tradeoff between the
exploration of new spatial areas and the exploitation of nearby resources, an
idea which is at the core of scale-free L\'evy search strategies. Here we study
multi-scale random walks as an approximation to the scale- free case and derive
the exact expressions for their mean-first passage times in a one-dimensional
finite domain. This allows us to provide a complete analytical description of
the dynamics driving the asymmetric regime, in which both nearby and faraway
targets are available to the searcher. For this regime, we prove that the
combination of only two movement scales can be enough to outperform both
balistic and L\'evy strategies. This two-scale strategy involves an optimal
discrimination between the nearby and faraway targets, which is only possible
by adjusting the range of values of the two movement scales to the typical
distances between encounters. So, this optimization necessarily requires some
prior information (albeit crude) about targets distances or distributions.
Furthermore, we found that the incorporation of additional (three, four, ...)
movement scales and its adjustment to target distances does not improve further
the search efficiency. This allows us to claim that optimal random search
strategies in the asymmetric regime actually arise through the informed
combination of only two walk scales (related to the exploitative and the
explorative scale, respectively), expanding on the well-known result that
optimal strategies in strictly uninformed scenarios are achieved through L\'evy
paths (or, equivalently, through a hierarchical combination of multiple
scales)
Magnetism and Electronic Correlations in Quasi-One-Dimensional Compounds
In this contribution on the celebration of the 80th birthday anniversary of
Prof. Ricardo Ferreira, we present a brief survey on the magnetism of
quasi-one-dimensional compounds. This has been a research area of intense
activity particularly since the first experimental announcements of magnetism
in organic and organometallic polymers in the mid 80s. We review experimental
and theoretical achievements on the field, featuring chain systems of
correlated electrons in a special AB2 unit cell structure present in inorganic
and organic compounds
The Black's place in the city image: Afroeuropeans and urban representations in Europe
In this session, we will investigate the visibility/invisibility and the inclusion/exclusion of African populations and people of African descent, within the physical and imaginary borders of Europeans cities with a colonial history. Focusing on both the material and immaterial aspects of the image construction, we will engage in debates concerned with the involvement of African populations and their descendants in current urban representations.info:eu-repo/semantics/publishedVersio
Quantum oscillator and Kepler-Coulomb problems in curved spaces: deformed shape invariance, point canonical transformations, and rational extensions
The quantum oscillator and Kepler-Coulomb problems in -dimensional spaces
with constant curvature are analyzed from several viewpoints. In a deformed
supersymmetric framework, the corresponding nonlinear potentials are shown to
exhibit a deformed shape invariance property. By using the point canonical
transformation method, the two deformed Schr\"odinger equations are mapped onto
conventional ones corresponding to some shape-invariant potentials, whose
rational extensions are well known. The inverse point canonical transformations
then provide some rational extensions of the oscillator and Kepler-Coulomb
potentials in curved space. The oscillator on the sphere and the Kepler-Coulomb
potential in a hyperbolic space are studied in detail and their extensions are
proved to be consistent with already known ones in Euclidean space. The
partnership between nonextended and extended potentials is interpreted in a
deformed supersymmetric framework. Those extended potentials that are
isospectral to some nonextended ones are shown to display deformed shape
invariance, which in the Kepler-Coulomb case is enlarged by also translating
the degree of the polynomial arising in the rational part denominator.Comment: 32 pages, no figure; published versio
A simple and easy-to-prepare imidazole-based probe for the selective chromo-fluorogenic Cu(II) detection in aqueous environments
Synthesis and evaluation of the chromo-fluorogenic chemosensor ability of imidazole derivatives in organic solventes and in aqueous media.info:eu-repo/semantics/publishedVersio
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