Chiral Symmetry Restoration in the Schwinger Model with Domain Wall Fermions

Domain Wall Fermions utilize an extra space time dimension to provide a method for restoring the regularization induced chiral symmetry breaking in lattice vector gauge theories even at finite lattice spacing. The breaking is restored at an exponential rate as the size of the extra dimension increases. Before this method can be used in dynamical simulations of lattice QCD, the dependence of the restoration rate to the other parameters of the theory and, in particular, the lattice spacing must be investigated. In this paper such an investigation is carried out in the context of the two flavor lattice Schwinger model.Comment: LaTeX, 37 pages including 18 figures. Added comments regarding power law fitting in sect 7. Also, few changes were made to elucidate the content in sect. 5.1 and 5.3. To appear in Phys. Rev.

Congressional Member Organizations: Their Purpose and Activities, History, and Formation

This report examines the historical development and contemporary role of congressional Member organizations (CMOs) in the House and informal Member groups in both the House and the Senate. It discusses the differences between CMOs and informal Member groups, and the reasons Members form these groups with a step-by-step guide for House Members and staff who might be interested in forming a CMO. The report also presents the rise and fall of legislative service organizations (LSOs), the House's decision in 1995 to issue regulations for establishing CMOs and governing their behavior, and the subsequent regulation of CMOs in the House by the Committee on House Oversight/Committee on House Administration

Developmental remodeling of relay cells in the dorsal lateral geniculate nucleus in the absence of retinal input

Background The dorsal lateral geniculate nucleus (dLGN) of the mouse has been an important experimental model for understanding thalamic circuit development. The developmental remodeling of retinal projections has been the primary focus, however much less is known about the maturation of their synaptic targets, the relay cells of the dLGN. Here we examined the growth and maturation of relay cells during the first few weeks of life and addressed whether early retinal innervation affects their development. To accomplish this we utilized themath5 null (math5−/−) mouse, a mutant lacking retinal ganglion cells and central projections. Results The absence of retinogeniculate axon innervation led to an overall shrinkage of dLGN and disrupted the pattern of dendritic growth among developing relay cells. 3-D reconstructions of biocytin filled neurons frommath5−/− mice showed that in the absence of retinal input relay cells undergo a period of exuberant dendritic growth and branching, followed by branch elimination and an overall attenuation in dendritic field size. However, math5−/− relay cells retained a sufficient degree of complexity and class specificity, as well as their basic membrane properties and spike firing characteristics. Conclusions Retinal innervation plays an important trophic role in dLGN development. Additional support perhaps arising from non-retinal innervation and signaling is likely to contribute to the stabilization of their dendritic form and function

Exact solution (by algebraic methods) of the lattice Schwinger model in the strong-coupling regime

Using the monomer--dimer representation of the lattice Schwinger model, with $N_f =1$ Wilson fermions in the strong--coupling regime ($\beta=0$), we evaluate its partition function, $Z$, exactly on finite lattices. By studying the zeroes of $Z(k)$ in the complex plane $(Re(k),Im(k))$ for a large number of small lattices, we find the zeroes closest to the real axis for infinite stripes in temporal direction and spatial extent $S=2$ and 3. We find evidence for the existence of a critical value for the hopping parameter in the thermodynamic limit $S\rightarrow \infty$ on the real axis at about $k_c \simeq 0.39$. By looking at the behaviour of quantities, such as the chiral condensate, the chiral susceptibility and the third derivative of $Z$ with respect to $1/2k$, close to the critical point $k_c$, we find some indications for a continuous phase transition.Comment: 22 pages (6 figures

A parallelized, perfused 3D triculture model of leukemia for in vitro drug testing of chemotherapeutics

Leukemia patients undergo chemotherapy to combat the leukemic cells (LCs) in the bone marrow. During therapy not only the LCs, but also the blood-producing hematopoietic stem and progenitor cells (HSPCs) may be destroyed. Chemotherapeutics targeting only the LCs are urgently needed to overcome this problem and minimize life-threatening side-effects. Predictive in vitro drug testing systems allowing simultaneous comparison of various experimental settings would enhance the efficiency of drug development. Here, we present a three-dimensional (3D) human leukemic bone marrow model perfused using a magnetic, parallelized culture system to ensure media exchange. Chemotherapeutic treatment of the acute myeloid leukemia cell line KG-1a in 3D magnetic hydrogels seeded with mesenchymal stem/stromal cells (MSCs) revealed a greater resistance of KG-1a compared to 2D culture. In 3D tricultures with HSPCs, MSCs and KG-1a, imitating leukemic bone marrow, HSPC proliferation decreased while KG-1a cells remained unaffected post treatment. Non-invasive metabolic profiling enabled continuous monitoring of the system. Our results highlight the importance of using biomimetic 3D platforms with proper media exchange and co-cultures for creating in vivo-like conditions to enable in vitro drug testing. This system is a step towards drug testing in biomimetic, parallelized in vitro approaches, facilitating the discovery of new anti-leukemic drugs

Alternative shear reinforcement for reinforced concrete flat slabs

This paper presents the first series of validation tests for a patented shear reinforcement system for reinforced concrete flat slabs. The system, called “Shearband,” consists of elongated thin steel strips punched with holes, which undulate into the slab from the top surface. The main advantages of the new reinforcement system are structural effectiveness, flexibility, simplicity, and speed of construction. Four reinforced concrete slabs were tested in a specially designed test rig. The slabs reinforced in shear exhibited ductile behavior after achieving their full flexural potential, thus proving the effectiveness of the new reinforcement. This paper reviews briefly existing types of shear reinforcement and identifies the need for more efficient and economic solutions. Details of the experimental setup and results are given, including strain and deflection measurements as well as photographs of sections through the slabs. Finally, comparisons are made with the ACI 318 and BS8110 code predictions, which confirm that the system enabled the slabs to avoid punching shear failure and achieve their flexural potential. In addition, both codes are shown to lead to conservative estimates of flexural and punching shear capacities of reinforced concrete slabs

A Database of Alkaline-Earth-Coordinated Peptide Cross Sections: Insight into General Aspects of Structure

Abstract. A database of 1470 collision cross sections (666 doubly-and 804 triplycharged) of alkaline-earth-coordinated tryptic peptide ions [where the cation (M 2+ ) correspond to Mg 2+ , Ca 2+ , or Ba 2+ ] is presented. The utility of such an extensive set of measurements is illustrated by extraction of general properties of M 2+ -coordinated peptide structures. Specifically, we derive sets of intrinsic size parameters (ISPs) for individual amino acid residues for M 2+ -coordinated peptides. Comparison of these parameters with existing ISPs for protonated peptides suggests that M 2+ binding occurs primarily through interactions with specific polar aliphatic residues (Asp, Ser, and Thr) and the peptide backbone. A comparison of binding interactions for these alkaline-earth metals with interactions reported previously for alkali metals is provided. Finally, we describe a new analysis in which ISPs are used as probes for assessing peptide structure based on amino acid composition

The General Correlation Function in the Schwinger Model on a Torus

In the framework of the Euclidean path integral approach we derive the exact formula for the general N-point chiral densities correlator in the Schwinger model on a torusComment: 17 pages, misprints corrected, references adde

Holz-Beton-Verbünde mit konduktiv erwärmter Schnellklebetechnik

Innovationen im Bauwesen zielen häufig auf Kostenreduktion durch Materialeinspa-rung mit neuen Materialkombinationen und schnellerem Baufortschritt durch hohen Vorfertigungsgrad. Weiterhin kommen dem zunehmenden Wunsch nach Nutzung nach-wachsender Rohstoffe im Bauwesen insbesondere Holz-basierte Bauweisen entgegen, die schon seit langem im Fertighausbau für kleinere Gebäude wie 1- und 2-Familien-häuser am Markt verfügbar sind. Da reine Holzbauweisen jedoch für größere Gebäude auf verschiedene Hindernisse stoßen, sind sinnvolle Materialkombinationen mit etab-lierten Baustoffen des Hochbaus eine Lösung. Holz-Beton-Verbünde können in häufig verwendeten Bauelement-Bereichen wie Zwischendecken oder Dächern ihre Eigen-schaften günstig kombinieren und werden bisher üblicherweise entweder mit zahlrei-chen mechanischen Verbindungsmitteln (lange Schrauben) oder durch Verguss von Frischbeton auf Holz realisiert. Eine neuartige Schnellklebetechnik (erstmals untersucht für den Fertighausbau) vermeidet verschiedene Nachteile und ermöglicht Kleben im Hochbau mit beheizter Klebefuge. Strukturelle Klebstoffe können so schneller aushär-ten und ermöglichen einen beschleunigten Baufortschritt im Vergleich zu konventionell kalthärtenden Klebungen. Die Beheizung der Klebefuge wird dabei durch einen dünnen elektrisch leitfähigen Klebebandträger realisiert, der als Strom durchflossener linearer Widerstand kontrolliert erwärmt werden kann. In einem laufenden Forschungsprojekt der Industriellen Gemeinschafts-Forschung (IGF) wird diese Schnellbautechnik für den Einsatz auf der Baustelle von Hochbauten untersucht. Der Beitrag stellt die klebtechni-schen Herausforderungen an verschiedene Konstruktionsklebstoffe speziell an den Grenzflächen der sehr unterschiedlichen Werkstoffe wie Beton, Nadel- oder Laubholz sowie metallischen Klebebandträgern dar