3,271 research outputs found

    Acupuncture techniques and devices

    Get PDF
    published_or_final_versio

    Commentary on Sood et al.: "Cochrane systematic reviews in acupuncture: Methodological diversity in database searching"

    Get PDF
    published_or_final_versio

    Community Resources Addressing Peripartum Depression

    Get PDF
    Peripartum mood disorders affect a large proportion of new mothers as well as their families, partners, and support systems. This project aims to provide patients with information about peripartum mood disorders as part of their initial prenatal packet. Also included are a list of local community resources specifically addressing peripartum mood disorders for patients seeking additional support outside of their primary care office.https://scholarworks.uvm.edu/fmclerk/1882/thumbnail.jp

    Hitting spheres on hyperbolic spaces

    Get PDF
    For a hyperbolic Brownian motion on the Poincar\'e half-plane H2\mathbb{H}^2, starting from a point of hyperbolic coordinates z=(η,α)z=(\eta, \alpha) inside a hyperbolic disc UU of radius ηˉ\bar{\eta}, we obtain the probability of hitting the boundary U\partial U at the point (ηˉ,αˉ)(\bar \eta,\bar \alpha). For ηˉ\bar{\eta} \to \infty we derive the asymptotic Cauchy hitting distribution on H2\partial \mathbb{H}^2 and for small values of η\eta and ηˉ\bar \eta we obtain the classical Euclidean Poisson kernel. The exit probabilities Pz{Tη1<Tη2}\mathbb{P}_z\{T_{\eta_1}<T_{\eta_2}\} from a hyperbolic annulus in H2\mathbb{H}^2 of radii η1\eta_1 and η2\eta_2 are derived and the transient behaviour of hyperbolic Brownian motion is considered. Similar probabilities are calculated also for a Brownian motion on the surface of the three dimensional sphere. For the hyperbolic half-space Hn\mathbb{H}^n we obtain the Poisson kernel of a ball in terms of a series involving Gegenbauer polynomials and hypergeometric functions. For small domains in Hn\mathbb{H}^n we obtain the nn-dimensional Euclidean Poisson kernel. The exit probabilities from an annulus are derived also in the nn-dimensional case

    2QAN: A quantum compiler for 2-local qubit Hamiltonian simulation algorithms

    Get PDF
    Simulating quantum systems is one of the most important potential applications of quantum computers. The high-level circuit defning the simulation needs to be compiled into one that complies with hardware limitations such as qubit architecture (connectivity) and instruction (gate) set. General-purpose quantum compilers work at the gate level and have little knowledge of the mathematical properties of quantum applications, missing further optimization opportunities. Existing application-specifc compilers only apply advanced optimizations in the scheduling procedure and are restricted to the CNOT or CZ gate set. In this work, we develop a compiler, named 2QAN, to optimize quantum circuits for 2-local qubit Hamiltonian simulation problems, a framework which includes the important quantum approximate optimization algorithm (QAOA). In particular, we exploit the flexibility of permuting different operators in the Hamiltonian (no matter whether they commute) and propose permutation-aware techniques for qubit routing, gate optimization and scheduling to minimize compilation overhead. 2QAN can target different architectures and different instruction sets. Compilation results on four applications (up to 50 qubits) and three quantum computers (namely, Google Sycamore, IBMQ Montreal and Rigetti Aspen) show that 2QAN outperforms state-of-theart general-purpose compilers and application-specifc compilers. Specifcally, 2QAN can reduce the number of inserted SWAP gates by 11.5X, reduce overhead in hardware gate count by 68.5X, and reduce overhead in circuit depth by 21X. Experimental results on the Montreal device demonstrate that benchmarks compiled by 2QAN achieve the highest fdelity

    Semantic analysis of field sports video using a petri-net of audio-visual concepts

    Get PDF
    The most common approach to automatic summarisation and highlight detection in sports video is to train an automatic classifier to detect semantic highlights based on occurrences of low-level features such as action replays, excited commentators or changes in a scoreboard. We propose an alternative approach based on the detection of perception concepts (PCs) and the construction of Petri-Nets which can be used for both semantic description and event detection within sports videos. Low-level algorithms for the detection of perception concepts using visual, aural and motion characteristics are proposed, and a series of Petri-Nets composed of perception concepts is formally defined to describe video content. We call this a Perception Concept Network-Petri Net (PCN-PN) model. Using PCN-PNs, personalized high-level semantic descriptions of video highlights can be facilitated and queries on high-level semantics can be achieved. A particular strength of this framework is that we can easily build semantic detectors based on PCN-PNs to search within sports videos and locate interesting events. Experimental results based on recorded sports video data across three types of sports games (soccer, basketball and rugby), and each from multiple broadcasters, are used to illustrate the potential of this framework

    Mid-infrared photodetectors operating over an extended wavelength range up to 90 K

    Get PDF
    We report a wavelength threshold extension, from the designed value of 3.1 to 8.9 μm, in a -type heterostructure photodetector. This is associated with the use of a graded barrier and barrier offset, and arises from hole–hole interactions in the detector absorber. Experiments show that using long-pass filters to tune the energies of incident photons gives rise to changes in the intensity of the response. This demonstrates an alternative approach to achieving tuning of the photodetector response without the need to adjust the characteristic energy that is determined by the band structure
    corecore