A new small-angle scattering instrument SANS-1 will be installed on beamline NL 4a at the Heinz Maier-Leibnitz Forschungsneutronenquelle (FRM II). It is a joint venture between the Technische Universität München and the Geesthacht Neutron Facility (GENF). SANS-1 has been optimized to be one of the most intense and versatile small-angle scattering instruments within the boundaries of available s...

The stochastic integral ensuring the Newton-Leibnitz chain rule is essential in stochastic energetics. Marcus canonical integral has this property and can be understood as the Wong-Zakai type smoothing limit when the driving process is non-Gaussian. However, this important concept seems not well-known for physicists. In this paper, we discuss Marcus integral for non-Gaussian processes and its c...

Y. Xiao,1,* Y. Su,2 H.-F. Li,1,3 C. M. N. Kumar,1 R. Mittal,2,4 J. Persson,1 A. Senyshyn,5,6 K. Gross,1 and Th. Brueckel1,2 1Institut fuer Festkoerperforschung, Forschungszentrum Juelich, D-52425 Juelich, Germany 2Juelich Centre for Neutron Science, IFF, Forschungszentrum Juelich, Outstation at FRM II, Lichtenbergstraße 1, D-85747 Garching, Germany 3Ames Laboratory and Department of Physics and...

1) We identify new parameter branches for the ultra-local boundary Poisson bracket in d spatial dimension with a (d− 1)-dimensional spatial boundary. There exist 2 r-dimensional parameter branches for each d-box, r-row Young tableau. The already known branch (hepth/9912017) corresponds to a vertical 1-column, d-box Young tableau. 2) We consider a local distribution product among the so-called b...

In this work we establish a Stokes-type integral equality for scalarly essentially integrable forms on an orientable smooth manifold with values in the locally convex linear space $\langle B(G),\sigma(B(G),\mathcal{N})\rangle$, where $G$ is complex Banach and $\mathcal{N}$ suitable subspace of norm dual $B(G)$. This result widely extends Newton-Leibnitz-type stated one our previous articles. To...

An asymmetric object can exist in two left-right mirror-image forms, enantiomorphs, a phenomenon which has fascinated philosophers, cosmologists and artists. Psychologists and neurophysiologists have been particularly puzzled by the extreme difficulty children and other animals have in learning to distinguish left-right mirror images. The authors propose an explanation of why mirror images are ...

1 Nachfolgend wird aufGrund derbesseren Lesbarkeitdie männliche Form verwendet. Dieweib liche Form ist jeweilsmitgedacht.