1,773 research outputs found
MARC 21 para recursos contínuos
No full textTranslation and adaptation of the MARC 21 Format for Bibliographic Data, and MARC 21 Format for Holdings Data, Network Development and MARC Standards Office, Library of Congress, USA, by Angela Salles. Rio de Janeiro, 2010. 2 v. V.1 MARC 21 format for bibliographic data (updated until October 2010). V.2 MARC 21 format for data collection (Holdings) (updated until October 2008)
MARC 21 para recursos contínuos.
No full textTradução e adaptação de MARC 21 Format for Bibliographic Data e MARC 21 Format for Holdings Data, da Network Development and MARC Standards Office, da Library of Congress, USA, por Angela Salles
Baryons in the Gross-Neveu model in dimensions at finite number of flavors
No full textLenz JJ, Pannullo L, Wagner M, Wellegehausen BH, Wipf A. Baryons in the Gross-Neveu model in dimensions at finite number of flavors. Physical Review D. 2020;102(11): 114501.In a recent work [J. Lenz et al., Phys. Rev. D 101, 094512 (2020)] we studied the phase structure of the Gross-Neveu (GN) model in 1+1 dimensions at finite number of fermion flavors Nf=2,8,16, finite temperature and finite chemical potential using lattice field theory. Most importantly, we found an inhomogeneous phase at low temperature and large chemical potential, quite similar to the analytically solvable Nf→∞ limit. In the present work we continue our lattice field theory investigation of the finite-Nf GN model by studying the formation of baryons, their spatial distribution and their relation to the chiral condensate. As a preparatory step we also discuss a linear coupling of lattice fermions to the chemical potential
NJBankers 2015 Economic Survey: Final Analysis and Report of Survey Findings
No full textThis is the fifth annual Economic Survey. The survey inquires about national and state current economic assessments, as well as six-month projections; expectations about long-term and short-term interest rates; commercial real estate submarket and loan demand; and residential loan and refinance demand. The survey also explores real estate values, currently and expected, as well as a set of negative indicators and common obstacles to lending. The survey series probes metrics about the national, state, and banking market economies in order to better understand, and, in turn, better facilitate the growth, development, and common interests of the banking sector in the state of New Jersey. Conducted by the Bloustein Center for Survey Research (BCSR) under the direction of James Hughes, Marc Weiner and BCSR senior research specialist Orin Puniello,Conducted for New Jersey Bankers Association"January 2015
J.C. Bach's London keyboard sonatas : style and context
No full textJ. C. Bach's keyboard works include several sets of accompanied sonatas, a genre that enjoyed a wide popularity during the Classical era, but never
found its way into the concert repertoire. The accompanied sonata was a genre meant for domestic performance; the solo keyboard sonata, on
the other hand, was adopted in due course by concert audiences. J. C. Bach composed works within both genres during most of his productive years, and his output constitutes a corpus of remarkable consistency. J. C. Bach's removal to London in 1762 coincided with his clear adoption of a galant style, marked by the Italianate influence, and the abandonment of most Baroque traits. The British milieu provided additional factors: the rise of the pianoforte, a thriving music-publishing market, and a great interest in domestic music making among the affluent classes. These factors marked J. C. Bach's output at various levels. Keyboard works had to conform to the proficiency of the amateur performer, a
fact reflected in the accompanied output mostly. The number of movements, their length, and the inclusion of particular technical devices are readily observable differences between the two genres. The most remarkable
distinction lies perhaps in the preference for binary sonata format in the accompanied. sonatas from the mid 1760s to the 1770s, in spite of a later tendency for tripartite designs in both genres. J. C. Bach's lifelong preference for motivic phrase structure conditioned his keyboard production and partly explains the gap in quality between some of his works and sonatas composed around the same time by Haydn and Mozart, who developed more effective means to connect the melodic material
to higher structural units. J. C. Bach's influence, however, endured in Mozart's handling of melody, and his keyboard production constitutes, in spite of some flaws, a noteworthy example of elegance and craftsmanship
NJBankers 2017-18 Economic Survey: Final Anaylsis and Report of Survey Results
No full textUnder the direction of James Hughes, the Bloustein School surveyed all 92 member institutions of the New Jersey Bankers Association and received a 73 percent response rate.
This year’s survey results indicate a soaring confidence in the US economy. Nearly 85 percent of respondents indicated the national economy’s health as “good,” and a record 10 percent rated it as “excellent.” For the first time in the survey’s history, no one rated it as “poor.” While somewhat more muted than sentiments toward the national economy, confidence in the NJ economy is nonetheless surging. 42 percent of respondents rated New Jersey’s economic health as “good” in 2018, compared to 15 percent in 2016. Still, 2018 marks the eighth consecutive year in which no respondent has rated New Jersey’s economy as “excellent.”Survey conducted for New Jersey Bankers Association by Edward J. Bloustein School of Planning and Public Policy. Field period: February 26-April 20, 2018. Published May, 2018
Inhomogeneous phases in the Gross-Neveu model in dimensions at finite number of flavors
No full textLenz J, Pannullo L, Wagner M, Wellegehausen B, Wipf A. Inhomogeneous phases in the Gross-Neveu model in dimensions at finite number of flavors. Physical Review D. 2020;101(9): 094512.We explore the thermodynamics of the 1+1-dimensional Gross-Neveu (GN) model at a finite number of fermion flavors Nf, finite temperature, and finite chemical potential using lattice field theory. In the limit Nf→∞ the model has been solved analytically in the continuum. In this limit three phases exist: a massive phase, in which a homogeneous chiral condensate breaks chiral symmetry spontaneously; a massless symmetric phase with vanishing condensate; and most interestingly an inhomogeneous phase with a condensate, which oscillates in the spatial direction. In the present work we use chiral lattice fermions (naive fermions and SLAC fermions) to simulate the GN model with 2, 8, and 16 flavors. The results obtained with both discretizations are in agreement. Similarly as for Nf→∞ we find three distinct regimes in the phase diagram, characterized by a qualitatively different behavior of the two-point function of the condensate field. For Nf=8 we map out the phase diagram in detail and obtain an inhomogeneous region smaller as in the limit Nf→∞, where quantum fluctuations are suppressed. We also comment on the existence or absence of Goldstone bosons related to the breaking of translation invariance in 1+1 dimensions
Erratum: An algorithm-based topographical biomaterials library to instruct cell fate (Proceedings of the National Academy of Sciences of the United States of America (2011) 108, 40 (16565-16570) DOI: 10.1073/pnas.1109861108)
No full textAPPLIED BIOLOGICAL SCIENCES Correction for “An algorithm-based topographical biomaterials library to instruct cell fate,” by Hemant V. Unadkat, Marc Hulsman, Kamiel Cornelissen, Bernke J. Papenburg, Roman K. Truckenmüller, Gerhard F. Post, Marc Uetz, Marcel J. T. Reinders, Dimitrios Stamatialis, Clemens A. van Blitterswijk, and Jan de Boer, which appeared in issue 40, October 4, 2011, of Proc Natl Acad Sci USA (108:16565–16570; first published September 26, 2011; 10.1073/pnas.1109861108). The authors note that Anne E. Carpenter and Matthias Wessling should be added to the author list between Roman K. Truckenmüller and Gerhard F. Post. Anne E. Carpenter should be credited with analyzing data. Matthias Wessling should be credited with designing research. The corrected author and affiliation lines, and author contributions appear below. The online version has been corrected
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