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Antecedents and consequences of market orientation in universities: Literature review and conceptual framework
Recent developments in marketing theory have resulted in the conceptualisation of the market orientation construct in different cultural and industrial settings. However, there is little research investigating the applicability of market orientation in the higher education context. Building on the existing literature on market orientation and higher education marketing, the authors propose a theoretical framework of market orientation from a higher education management perspective. The framework analysis leads to propositions relating to the antecedents and consequences of market oriented universities. On the basis of the formulated propositions, the authors conclude with a discussion of the implications both for academia and practice and further research
Development of strategies to improve quality and safety and reduce cost of production in organic and âlow inputâ crop production systems
The overall aims of organic and low input crop production include the economically viable and environmentally sound production of high quality food and feed. Technological bottlenecks in such systems include insufficient and instable yields and in some instances unsatisfactory processing, sensory and/or nutritional quality of the final product. Recently, concerns have also been raised that the intensive use of manures may lead to increased risk for contamination of food by enteropathogenic micro-organisms. Crop production in low input systems is based on key pillars, i.e. (i) a fertile soil which provides sufficient capacity to allow for plant growth while preventing soil-borne diseases, (ii) high quality, disease-free seeds and plant material, (iii) a crop-specific soil fertility management to provide sufficient nutrients for optimum plant growth, and (iv) adequate crop protection techniques to prevent damage due to noxious organisms. In the QLIF project we develop improved component strategies to overcome technological bottlenecks in annual (wheat, lettuce, tomato) and perennial (apple) crop production systems. In this paper we report the progress achieved so far
Broadening the scope of weak quantum measurements I: A single particle accurately measured yet left superposed
Weak measurement is unique in enabling measurements of non-commuting
operators as well as otherwise-undetectable peculiar phenomena predicted by the
Two-State-Vector-Formalism (TSVF). This article, the first in two parts,
explores novel applications of weak measurement. We first revisit the basic
principles of quantum measurement with the aid of the Michelson interferometer.
Weak measurement is then introduced in a simple visualized manner by a specific
choice of the reflecting mirror's position and momentum uncertainties. Having
introduced the method, we proceed to its refinement for a single particle. We
consider a photon going back and forth inside the interferometer, oscillating
between a superposed and a localized state, while subjected to alternating
strong and weak measurements. This cyclic process enables directly measuring
both the photon's position ("which-path") and momentum (interference), without
disturbing either. An alternative explanation of this result, not invoking weak
values, is thoroughly considered and shown to be at odds with the experimental
data. Finally a practical application of this experiment is demonstrated, where
a single photon measures the various transmission coefficients of a multiport
beam-splitter yet remains superposed. This method is then generalized to
measurement of the wave-function itself, performed again on a single particle.Comment: 20 pages, 5 figures. Submitted to Physical Review
Second order coupling between excited atoms and surface polaritons
Casimir-Polder interactions between an atom and a macroscopic body are
typically regarded as due to the exchange of virtual photons. This is strictly
true only at zero temperature. At finite temperature, real-photon exchange can
provide a significant contribution to the overall dispersion interaction. Here
we describe a new resonant two-photon process between an atom and a planar
interface. We derive a second order effective Hamiltonian to explain how atoms
can couple resonantly to the surface polariton modes of the dielectric medium.
This leads to second-order energy exchanges which we compare with the standard
nonresonant Casimir-Polder energy.Comment: 7 pages, 2 figure
Polarization entanglement visibility of photon pairs emitted by a quantum dot embedded in a microcavity
We study the photon emission from a quantum dot embedded in a microcavity.
Incoherent pumping of its excitons and biexciton provokes the emission of leaky
and cavity modes. By solving a master equation we obtain the correlation
functions required to compute the spectrum and the relative efficiency among
the emission of pairs and single photons. A quantum regime appears for low
pumping and large rate of emission. By means of a post-selection process, a two
beams experiment with different linear polarizations could be performed
producing a large polarization entanglement visibility precisely in the quantum
regime.Comment: 13 pages and 6 figure
Creation and detection of a mesoscopic gas in a non-local quantum superposition
We investigate the scattering of a quantum matter wave soliton on a barrier
in a one dimensional geometry and we show that it can lead to mesoscopic
Schr\"odinger cat states, where the atomic gas is in a coherent superposition
of being in the half-space to the left of the barrier and being in the
half-space to the right of the barrier. We propose an interferometric method to
reveal the coherent nature of this superposition and we discuss in details the
experimental feasibility.Comment: 4 pages, 1 figur
Hyperpolarizabilities for the one-dimensional infinite single-electron periodic systems: II. Dipole-dipole versus current-current correlations
Based on Takayama-Lin-Liu-Maki model, analytical expressions for the
third-harmonic generation, DC Kerr effect, DC-induced second harmonic optical
Kerr effect, optical Kerr effect or intensity-dependent index of refraction and
DC-electric-field-induced optical rectification are derived under the static
current-current() correlation for one-dimensional infinite chains. The
results of hyperpolarizabilities under correlation are then compared
with those obtained using the dipole-dipole () correlation. The comparison
shows that the conventional correlation, albeit quite successful for
the linear case, is incorrect for studying the nonlinear optical properties of
periodic systems.Comment: 11 pages, 5 figure
Achieving ground-state polar molecular condensates by chainwise atom-molecule adiabatic passage
We generalize the idea of chainwise stimulated Raman adiabatic passage
(STIRAP) [Kuznetsova \textit{et al.} Phys. Rev. A \textbf{78}, 021402(R)
(2008)] to a photoassociation-based chainwise atom-molecule system, with the
goal of directly converting two-species atomic Bose-Einstein condensates (BEC)
into a ground polar molecular BEC. We pay particular attention to the
intermediate Raman laser fields, a control knob inaccessible to the usual
three-level model. We find that an appropriate exploration of both the
intermediate laser fields and the stability property of the atom-molecule
STIRAP can greatly reduce the power demand on the photoassociation laser, a key
concern for STIRAPs starting from free atoms due to the small Franck-Condon
factor in the free-bound transition.Comment: 8 pages, 2 figures, to appear in Phy. Rev.
Collective Atomic Recoil Laser as a synchronization transition
We consider here a model previously introduced to describe the collective
behavior of an ensemble of cold atoms interacting with a coherent
electromagnetic field. The atomic motion along the self-generated
spatially-periodic force field can be interpreted as the rotation of a phase
oscillator. This suggests a relationship with synchronization transitions
occurring in globally coupled rotators. In fact, we show that whenever the
field dynamics can be adiabatically eliminated, the model reduces to a
self-consistent equation for the probability distribution of the atomic
"phases". In this limit, there exists a formal equivalence with the Kuramoto
model, though with important differences in the self-consistency conditions.
Depending on the field-cavity detuning, we show that the onset of synchronized
behavior may occur through either a first- or second-order phase transition.
Furthermore, we find a secondary threshold, above which a periodic self-pulsing
regime sets in, that is immediately followed by the unlocking of the
forward-field frequency. At yet higher, but still experimentally meaningful,
input intensities, irregular, chaotic oscillations may eventually appear.
Finally, we derive a simpler model, involving only five scalar variables, which
is able to reproduce the entire phenomenology exhibited by the original model
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