25,511 research outputs found
Few-body calculations of -nuclear quasibound states
We report on precise hyperspherical-basis calculations of and quasibound states, using energy dependent interaction potentials
derived from coupled-channel models of the nucleon
resonance. The attraction generated in these models is too weak to
generate a two-body bound state. No bound-state solution was found in
our calculations in models where Re fm, with the scattering length, covering thereby the majority of
resonance models. A near-threshold bound-state
solution, with separation energy of less than 1 MeV and width of about
15 MeV, was obtained in the 2005 Green-Wycech model where Re fm. The role of handling self consistently the subthreshold
interaction is carefully studied.Comment: a second footnote added in v2, matching published versio
Onset of -nuclear binding in a pionless EFT approach
and bound states are explored in stochastic
variational method (SVM) calculations within a pionless effective field theory
(EFT) approach at leading order. The theoretical input consists of regulated
and contact terms, and a regulated energy dependent contact
term derived from coupled-channel models of the nucleon
resonance plus a regulated contact term. A self consistency procedure
is applied to deal with the energy dependence of the subthreshold
input, resulting in a weak dependence of the calculated -nuclear binding
energies on the EFT regulator. It is found, in terms of the scattering
length , that the onset of binding \eta\,^3He requires a minimal
value of Re close to 1 fm, yielding then a few MeV binding
in \eta\,^4He. The onset of binding \eta\,^4He requires a lower value of
Re, but exceeding 0.7 fm.Comment: v4 consists of the published Physics Letters B version [31] plus
Erratum ([30], Appendix A here); main results and conclusions remain intac
On the Stability of Matter
A hypothesis of absolutely stable strange hadronic matter composed of
baryons, here denoted , is tested within many-body
calculations performed using the Relativistic Mean-Field approach. In our
calculations, we employed the interaction compatible with
the binding energy ~MeV given
by the phenomenological energy-independent interaction model by
Yamazaki and Akaishi (YA). We found that the binding energy per , as
well as the central density in many-body systems saturates for mass
number , leaving aggregates highly unstable against
strong interaction decay. Moreover, we confronted the YA interaction model with
kaonic atom data and found that it fails to reproduce the single-nucleon
absorption fractions at rest from bubble chamber experiments.Comment: Proceedings of the HYP2018 conference, Norfolk/Portsmouth, USA, June
24 - 29, 2018, submitted to AIP Conference Proceeding
Eta-mesic nuclei
In this contribution we report on theoretical studies of nuclear
quasi-bound states in few- and many-body systems performed recently by the
Jerusalem-Prague Collaboration [1-5]. Underlying energy-dependent
interactions are derived from coupled-channel models that incorporate the
resonance. The role of self-consistent treatment of the strong
energy dependence of subthreshold amplitudes is discussed. Quite large
downward energy shift together with rapid decrease of the amplitudes
below threshold result in relatively small binding energies and widths of the
calculated nuclear bound states. We argue that the subthreshold behavior
of scattering amplitudes is crucial to conclude whether nuclear
states exist, in which nuclei the meson could be bound and if the
corresponding widths are small enough to allow detection of these
nuclear states in experiment.Comment: 7 pages, 5 figures; presented at HADRON2017, Sept. 25-29, 2017,
Salamanca (Spain); prepared for Proceedings of Scienc
Cognitive Analytic Therapy in People with Learning Disability: An investigation into the common reciprocal roles found within this client group
Developments over the last twenty years have shown that, contrary to previous opinion, people with learning disabilities can benefit from psychotherapy (Sinason 1992; Kroese, Dagnan & Loumidia, 1997). Cognitive Analytic Therapy (CAT) has been adapted for use with a learning disability population (Ryle 2002). CAT collaboratively examines the Reciprocal Roles (RRs) a client plays in relationships. These are impacted by clients’ experiences of the world. The aim of this research is to identify which RRs may become apparent in working with people with learning disabilities. The therapy notes of participants (n=16) who had undergone CAT were examined and analysed using content analysis. Twenty-two different RRs were found. Four common Reciprocal Roles and two common idealised Reciprocal Roles were identified. Other observations about the data are presented. The limitations and clinical implications of the study are discussed
The exp-log normal form of types
Lambda calculi with algebraic data types lie at the core of functional
programming languages and proof assistants, but conceal at least two
fundamental theoretical problems already in the presence of the simplest
non-trivial data type, the sum type. First, we do not know of an explicit and
implemented algorithm for deciding the beta-eta-equality of terms---and this in
spite of the first decidability results proven two decades ago. Second, it is
not clear how to decide when two types are essentially the same, i.e.
isomorphic, in spite of the meta-theoretic results on decidability of the
isomorphism.
In this paper, we present the exp-log normal form of types---derived from the
representation of exponential polynomials via the unary exponential and
logarithmic functions---that any type built from arrows, products, and sums,
can be isomorphically mapped to. The type normal form can be used as a simple
heuristic for deciding type isomorphism, thanks to the fact that it is a
systematic application of the high-school identities.
We then show that the type normal form allows to reduce the standard beta-eta
equational theory of the lambda calculus to a specialized version of itself,
while preserving the completeness of equality on terms. We end by describing an
alternative representation of normal terms of the lambda calculus with sums,
together with a Coq-implemented converter into/from our new term calculus. The
difference with the only other previously implemented heuristic for deciding
interesting instances of eta-equality by Balat, Di Cosmo, and Fiore, is that we
exploit the type information of terms substantially and this often allows us to
obtain a canonical representation of terms without performing sophisticated
term analyses
Detecting many-body entanglements in noninteracting ultracold atomic fermi gases
We explore the possibility of detecting many-body entanglement using
time-of-flight (TOF) momentum correlations in ultracold atomic fermi gases. In
analogy to the vacuum correlations responsible for Bekenstein-Hawking black
hole entropy, a partitioned atomic gas will exhibit particle-hole correlations
responsible for entanglement entropy. The signature of these momentum
correlations might be detected by a sensitive TOF type experiment.Comment: 5 pages, 5 figures, fixed axes labels on figs. 3 and 5, added
reference
Radiation- and Phonon-Bottleneck-Induced Tunneling in the Fe8 Single-Molecule Magnet
We measure magnetization changes in a single crystal of the single-molecule
magnet Fe8 when exposed to intense, short (<20 s) pulses of microwave
radiation resonant with the m = 10 to 9 transition. We find that radiation
induces a phonon bottleneck in the system with a time scale of ~5 s. The
phonon bottleneck, in turn, drives the spin dynamics, allowing observation of
thermally assisted resonant tunneling between spin states at the 100-ns time
scale. Detailed numerical simulations quantitatively reproduce the data and
yield a spin-phonon relaxation time of T1 ~ 40 ns.Comment: 6 RevTeX pages, including 4 EPS figures, version accepted for
publicatio
- …