1,320 research outputs found
Colchicine-Doubling of Germinating Seedlings of Interspecific Wildrye Hybrids
Colchicine has usually been applied to sterile clones of interspecific grass hybrids to restore fertility. However, when hybrids are partially fertile, colchicine can be applied to germinating seedlings. Four populations of Basin wildrye (Leymus cinereus) X beardless wildrye (L. triticoides) were treated with a 0.2% colchicine solution to double chromosome number from 4x=28 to 8x=56. Doubling percentage was 28, 33, 42, and 44% of all root-tips examined for the four populations. When plants without doubled sectors were discarded, doubling percentage increased to 56, 68, 78, and 78%. Plants with doubled sectors have been placed in crossing blocks to generate octoploid progeny. Octoploids identified through root-tip chromosome counts will be intercrossed to generate 8x populations
Godspeed: Counselor Education Doctoral Student Experiences From Diverse Religious and Spiritual Backgrounds
Amidst growing literature regarding the importance of spirituality within counseling and counselor education, little is known of the experiences of doctoral students regarding their religious and spiritual backgrounds while matriculating through their doctoral program. This research explored the experiences of four researcher-participant counselor education doctoral students from diverse religious and spiritual backgrounds. This exploration deepened their understanding of the role their religious and spiritual identities played in their thoughts, emotions, challenges, and strengths of their experiences. A phenomenological autoethnography method was used for this study. A unique data analysis procedure was developed called Integrative Group Process Phenomenology (IGPP), which was used to analyze journal and music data. The overarching experience was described as a journey with four primary categories of themes identified: painful experiences, learning and awareness, velocity (i.e., themes descriptive of movement and action), and connect versus disconnect. This research brought to light the challenges that counselor education doctoral students may encounter in their training, while highlighting the strength and resilience that religion and spirituality may offer. Recommendations, limitations, and implications for the counseling profession are offered to further the development of research regarding religious and spiritual experiences. © 2018: Alyse M. Anekstein, Lynn Bohecker, Tiffany Nielson, Hailey Martinez, and Nova Southeastern University
A New Look at the Axial Anomaly in Lattice QED with Wilson Fermions
By carrying out a systematic expansion of Feynman integrals in the lattice
spacing, we show that the axial anomaly in the U(1) lattice gauge theory with
Wilson fermions, as determined in one-loop order from an irrelevant lattice
operator in the Ward identity, must necessarily be identical to that computed
from the dimensionally regulated continuum Feynman integrals for the triangle
diagrams.Comment: 1 figure, LaTeX, 18 page
Adiabatic entanglement transport in Rydberg aggregates
We consider the interplay between excitonic and atomic motion in a regular,
flexible chain of Rydberg atoms, extending our recent results on entanglement
transport in Rydberg chains [W\"uster et al., Phys.Rev.Lett 105 053004 (2010)].
In such a Rydberg chain, similar to molecular aggregates, an electronic
excitation is delocalised due to long range dipole-dipole interactions among
the atoms. The transport of an exciton that is initially trapped by a chain
dislocation is strongly coupled to nuclear dynamics, forming a localised pulse
of combined excitation and displacement. This pulse transfers entanglement
between dislocated atoms adiabatically along the chain. Details about the
interaction and the preparation of the initial state are discussed. We also
present evidence that the quantum dynamics of this complex many-body problem
can be accurately described by selected quantum-classical methods, which
greatly simplify investigations of excitation transport in flexible chains
Suppression of decoherence by bath ordering
The dynamics of two coupled spins-1/2 coupled to a spin-bath is studied as an
extended model of the Tessieri-Wilkie Hamiltonian \cite{TWmodel}. The pair of
spins served as an open subsystem were prepared in one of the Bell states and
the bath consisted of some spins-1/2 is in a thermal equilibrium state from the
very beginning. It is found that with the increasing the coupling strength of
the bath spins, the bath forms a resonant antiferromagnetic order. The
polarization correlation between the two spins of the subsystem and the
concurrence are recovered in some extent to the isolated subsystem. This
suppression of the subsystem decoherence may be used to control the quantum
devices in practical applications.Comment: 32 pages, Chinese Physics (accepted
The exact Darwin Lagrangian
Darwin (1920) noted that when radiation can be neglected it should be
possible to eliminate the radiation degrees-of-freedom from the action of
classical electrodynamics and keep the discrete particle degrees-of-freedom
only. Darwin derived his well known Lagrangian by series expansion in
keeping terms up to order . Since radiation is due to acceleration the
assumption of low speed should not be necessary. A Lagrangian is suggested that
neglects radiation without assuming low speed. It cures deficiencies of the
Darwin Lagrangian in the ultra-relativistic regime.Comment: 2.5 pages, no figure
Binary Cosmic Strings
The properties of cosmic strings have been investigated in detail for their
implications in early-universe cosmology. Although many variations of the basic
structure have been discovered, with implications for both the microscopic and
macroscopic properties of cosmic strings, the cylindrical symmetry of the
short-distance structure of the string is generally unaffected. In this paper
we describe some mechanisms leading to an asymmetric structure of the string
core, giving the defects a quasi-two-dimensional character. We also begin to
investigate the consequences of this internal structure for the microscopic and
macroscopic physics.Comment: 19 pages; uses harvmac (not included
Topological Charge and The Spectrum of Exactly Massless Fermions on the Lattice
The square root of the positive definite hermitian operator in Neuberger's proposal of exactly massless quarks on the lattice is
implemented by the recursion formula with Y_0 = \Id, where converges to
quadratically. The spectrum of the lattice Dirac operator for single massless
fermion in two dimensional background U(1) gauge fields is investigated. For
smooth background gauge fields with non-zero topological charge, the exact zero
modes with definite chirality are reproduced to a very high precision on a
finite lattice and the Index Theorem is satisfied exactly. The fermionic
determinants are also computed and they are in good agreement with the
continuum exact solution.Comment: 18 pages (LaTeX), 2 figures (EPS
Theory of Crystalline Electric Field and Kondo Effect in Pr Skutterudites
Possible Kondo effect in Pr skutterudite is studied with attention to
characteristic features of low-lying crystalline electric field (CEF) levels
and the conduction band. A mechanism for the small CEF splitting between a
singlet and a triplet is proposed as combination of the point-charge
interaction and hybridization of 4f with ligand p states. Provided 4f^3
configurations dominate over 4f^1 as intermediate states, p-f hybridization
favors the triplet, while point-charge interaction favors the singlet. For
realistic parameters for hybridization as well as 4f^1 and 4f^3 levels, these
singlet and triplet can form a nearly degenerate pseudo-quartet. It is found
that one of two spin 1/2 objects composing the pseudo-quartet has a
ferromagnetic exchange, while the other has an antiferromagnetic exchange with
conduction electrons. The magnitude of each effective exchange depends strongly
on a parameter characterizing the triplet wave function under the T_h symmetry.
It is argued that differences of this parameter among Pr skutterdudites are
responsible for the apparent diversity of their physical properties. Numerical
renormalization group is used to derive the renormalization flows going toward
singlet, doublet, triplet or quaret according to the CEF splitting and exchange
interactions.Comment: 19 pages, 6 figures, to be published in Special Invited Section
(Kondo Effect) of Journal of Physical Society of Japa
The Phase Diagram and Spectrum of Gauge-Fixed Abelian Lattice Gauge Theory
We consider a lattice discretization of a covariantly gauge-fixed abelian
gauge theory. The gauge fixing is part of the action defining the theory, and
we study the phase diagram in detail. As there is no BRST symmetry on the
lattice, counterterms are needed, and we construct those explicitly. We show
that the proper adjustment of these counterterms drives the theory to a new
type of phase transition, at which we recover a continuum theory of (free)
photons. We present both numerical and (one-loop) perturbative results, and
show that they are in good agreement near this phase transition. Since
perturbation theory plays an important role, it is important to choose a
discretization of the gauge-fixing action such that lattice perturbation theory
is valid. Indeed, we find numerical evidence that lattice actions not
satisfying this requirement do not lead to the desired continuum limit. While
we do not consider fermions here, we argue that our results, in combination
with previous work, provide very strong evidence that this new phase transition
can be used to define abelian lattice chiral gauge theories.Comment: 42 pages, 30 figure
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