Correlations in hypernuclear matter

We investigate short range correlations in nuclear and hypernuclear matter. Self-energies due to short range correlations and their influence on the nucleon and $\Lambda$-hyperon spectral functions are described in an approach accounting for a realistic treatment of mean-field dynamics and a self-consistently derived quasi-particle interaction. Landau-Migdal theory is used to derived the short range interaction from a phenomenological Skyrme energy density functional, subtracting the long range pionic contributions to the nucleonic spectral functions. We discuss our results for different hyperon-baryon ratios to show the influence of strangeness on the correlations in hypernuclear matter.Comment: 7 pages, 5 figures, proceedings for HYP06 in Main

Fractional Talbot effect in phase space: A compact summation formula

A phase space description of the fractional Talbot effect, occurring in a one-dimensional Fresnel diffraction from a periodic grating, is presented. Using the phase space formalism a compact summation formula for the Wigner function at rational multiples of the Talbot distance is derived. The summation formula shows that the fractional Talbot image in the phase space is generated by a finite sum of spatially displaced Wigner functions of the source field.Comment: 4 pages, LaTeX. Submitted to Optics Expres

Incremental Network Design with Minimum Spanning Trees

Given an edge-weighted graph $G=(V,E)$ and a set $E_0\subset E$, the incremental network design problem with minimum spanning trees asks for a sequence of edges $e'_1,\ldots,e'_T\in E\setminus E_0$ minimizing $\sum_{t=1}^Tw(X_t)$ where $w(X_t)$ is the weight of a minimum spanning tree $X_t$ for the subgraph $(V,E_0\cup\{e'_1,\ldots,e'_t\})$ and $T=\lvert E\setminus E_0\rvert$. We prove that this problem can be solved by a greedy algorithm.Comment: 9 pages, minor revision based on reviewer comment

Maintaining Quantum Coherence in the Presence of Noise through State Monitoring

Unsharp POVM measurements allow the estimation and tracking of quantum wavefunctions in real-time with minimal disruption of the dynamics. Here we demonstrate that high fidelity state monitoring, and hence quantum control, is possible even in the presence of classical dephasing and amplitude noise, by simulating such measurements on a two-level system undergoing Rabi oscillations. Finite estimation fidelity is found to persist indefinitely long after the decoherence times set by the noise fields in the absence of measurement.Comment: 5 pages, 4 figure

Training of Physicians in Disaster Medicine

In disasters, every available physician and lay person alike is called upon to render help. Disaster medicine is a most demanding field because of its multidisciplinary nature. Specialties like anesthesia, general surgery, internal medicine, pediatrics, opthalmology, orthopedics, otorhinolaryngology, bacteriology, thoracic and vascular surgery, toxicology, radiology, and others are each separately and directly involved. Without specialized knowledge, no one physician is able to cope with all problems that may arise. Therefore, disaster management planning calls for adequate training and organizational preparations, with plans for the whole spectrum of possible catastrophes from man-made and natural disasters (e.g., floods, avalanches, fire, war, terrorism attacks; air, rail and high-way accidents; chemical catastrophes, irradiation, and radioactive fallout