Daara J FAMILY, «Bayi yoon / Abandonar su camino»

Daara J FAMILY, «Bayi yoon / Abandonar su camino»Daara J FAMILY, «Bayi yoon / Abandonar su camino

Anisotropic J\"uttner (relativistic Boltzmann) distribution

The J\"uttner (covariant Boltzmann) distribution is provided for anisotropic pressure (or temperature) tensors. Its manifestly covariant form follows from its scalar property.Comment: Brief report, typo-corrected, manifestly covariant version adde

Cross-field Current Instability for Substorm Expansions

The funding provided by the above-referenced NASA grant has enabled us: (1) to investigate the quasi-linear evolution of the IWI [Lui et al., 1993] and that of the generalized MTSI/IWI [Yoon and Lui, 1993], (2) to carry out the linear analysis of the LHDI to elucidate the difference between it and the MTSI/PM instability [Yoon et al., 1994], (3) to conduct some preliminary nonlocal analyses of the MTSI [Lui et al., 1995] and the IWI [Yoon and Lui, 1996] modes, (4) to study low-frequency shear-driven instability and its nonlinear evolution, which might compete with the CCI [Yoon et al., 1996], and (5) to study the evolution of current sheet during late substorm growth phase by means of 2-D Hall-MHD simulation in order to obtain a better understanding of the current sheet equilibrium crucial for CCI theory [Yoon and Lui, 1997]

Metatheory and Friendly Competition in Theory Growth: The Case of Power Processes in Bargaining

[Excerpt] This paper analyzes the theoretical development taking place in a program of research on power processes in bargaining (see Bacharach and Lawler 1976, 1980, 1981a, 1981b; Lawler and Bacharach 1976, 1979, 1987; Lawler, Ford, and Blegen 1988; Lawler and Yoon 1990; Lawler 1986, 1992). The theoretical program takes as its starting point a situation where individuals, groups, organizations, or even societies with conflicting interests voluntarily enter into explicit bargaining. Explicit (as opposed to tacit) bargaining assumes the mutual acknowledgment of negotiations, conflicting issues along which compromise is possible, and open lines of communication through which parties can exchange offers and counteroffers in an attempt to resolve the issues that divide them (Schelling 1960; Bacharach and Lawler 1980; Boyle and Lawler 1991). The scope of this theoretical research program assumes further that the parties have a power capability, that they use this power tactically in an effort to achieve desired outcomes, and that they strive for a favorable position during the bargaining process

Explicit formulae for Chern-Simons invariants of the hyperbolic J(2n,−2m)J(2n,-2m) knot orbifolds

We calculate the Chern-Simons invariants of the hyperbolic $J(2n,-2m)$ knot orbifolds using the Schl\"{a}fli formula for the generalized Chern-Simons function on the family of cone-manifold structures of $J(2n,-2m)$ knot. We present the concrete and explicit formula of them. We apply the general instructions of Hilden, Lozano, and Montesinos-Amilibia and extend the Ham and Lee's methods to a bi-infinite family. We dealt with even slopes just as easily as odd ones. As an application, we calculate the Chern-Simons invariants of cyclic coverings of the hyperbolic $J(2n,-2m)$ knot orbifolds. For the fundamental group of $J(2n, -2m)$ knot, we take and tailor Hoste and Shanahan's. As a byproduct, we give an affirmative answer for their question whether their presentation is actually derived from Schubert's canonical 2-bridge diagram or not.Comment: 9 pages, 1 figure. arXiv admin note: substantial text overlap with arXiv:1601.00723, arXiv:1607.0804

Yoon Jung Kim, violin

Tomaso VitaliWolfgang Amadeus MozartGrazyna BacewiczJohannes Brahm

Boston University Baroque Orchestra, December 6, 2004

This is the concert program of the Boston University Baroque Orchestra performance on Monday, December 6, 2004 at 8:00 p.m., at Marsh Chapel, 735 Commonwealth Avenue. Works performed were Concerto in C minor for two harpsichords and orchestra, BWV1060 by Johann Sebastian Bach, I. Weichet nur, betrübte Schatten and IX. Gavotte: Sehet in Zufriedenheit from the "Wedding Cantata," BWV 202 by J. S. Bach, Concerto in A minor for violin and orchestra, Op. 7, No. 5 by Jean-Marie LeClair, and "Gloria" by George Frideric Handel. Digitization for Boston University Concert Programs was supported by the Boston University Center for the Humanities Library Endowed Fund