1,068 research outputs found
The Cretaceous-Tertiary boundary marine extinction and global primary productivity collapse
The extinction of marine phyto-and zoo-plankton across the K-T boundary has been well documented. Such an event may have resulted in decreased photosynthetic fixation of carbon in surface waters and a collapse of the food chain in the marine biosphere. Because the vertical and horizontal distribution of the carbon isotopic composition of total dissolved carton (TDC) in the modern ocean is controlled by the transfer of organic carbon from the surface to deep reservoirs, it follows that a major disruption of the marine biosphere would have had a major effect on the distribution of carbon isotopes in the ocean. Negative carbon isotope excursions have been identified at many marine K-T boundary sequences worldwide and are interpreted as a signal of decreased oceanic primary productivity. However, the magnitude, duration and consequences of this productivity crisis have been poorly constrained. On the basis of planktonic and benthic calcareous microfossil carbon isotope and other geochemical data from DSDP Site 577 located on the Shatsky Rise in the north-central Pacific, as well as other sites, researchers have been able to provide a reasonable estimate of the duration and magnitude of this event
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Developing and Evaluating Digital Creativity Support in Google Docs for Journalists
Although journalism is classified as one of the creative industries, there is little bespoke digital support for creative thinking by journalists. To fill the gap, this paper reports new research that led to the implementation and first evaluation of JUICE, a new digital prototype to support creative thinking by journalists during the early development of news stories. Emerging from a user centred design process, JUICE is implemented as a simple Add-on Sidebar and Dialog Box in Google Docs that a journalist can invoke when developing news stories. Interviews with experienced journalists were used to elicit 6 strategies that JUICE uses to guide its users to generate different angles on news stories using creative information searches and interactive creativity support. In this paper we describe the information search algorithm and new interactive support to create news stories with one of these strategies – the individual human angle on the story – then report a first evaluation of JUICE implemented with the algorithm and support during its use by journalism students. Results revealed that most of these student journalists were able use JUICE to generate new news stories with individual human angles in a short period of time, but still used established web search tools to collect more detailed information about the angle in order to write the story. Journalist feedback was used to improve the usability of JUICE and design new interactive features
Noncommutative effective theory of vortices in a complex scalar field
We derive a noncommutative theory description for vortex configurations in a
complex field in 2+1 dimensions. We interpret the Magnus force in terms of the
noncommutativity, and obtain some results for the quantum dynamics of the
system of vortices in that context
Quantum Mechanics Another Way
Deformation quantization (sometimes called phase-space quantization) is a
formulation of quantum mechanics that is not usually taught to undergraduates.
It is formally quite similar to classical mechanics: ordinary functions on
phase space take the place of operators, but the functions are multiplied in an
exotic way, using the star product. Here we attempt a brief, pedagogical
discussion of deformation quantization, that is suitable for inclusion in an
undergraduate course.Comment: 14 pages, 3 figures, to be published in Eur. J. Phy
On the Demise of the Early Paleogene Morozovella velascoensis Lineage: Terminal Progenesis in the Planktonic Foraminifera
Orbitally Paced Carbon and Deep-Sea Temperature Changes at the Peak of the Early Eocene Climatic Optimum
Sylvester-t' Hooft generators of sl(n) and sl(n|n), and relations between them
Among the simple finite dimensional Lie algebras, only sl(n) possesses two
automorphisms of finite order which have no common nonzero eigenvector with
eigenvalue one. It turns out that these automorphisms are inner and form a pair
of generators that allow one to generate all of sl(n) under bracketing. It
seems that Sylvester was the first to mention these generators, but he used
them as generators of the associative algebra of all n times n matrices Mat(n).
These generators appear in the description of elliptic solutions of the
classical Yang-Baxter equation, orthogonal decompositions of Lie algebras, 't
Hooft's work on confinement operators in QCD, and various other instances. Here
I give an algorithm which both generates sl(n) and explicitly describes a set
of defining relations. For simple (up to center) Lie superalgebras, analogs of
Sylvester generators exist only for sl(n|n). The relations for this case are
also computed.Comment: 14 pages, 6 figure
The cosmological implications of a fundamental length: a DSR inspired de-Sitter spacetime
We study a de-Sitter model in the framework of a Deformed Special Relativity
(DSR) inspired structure. The effects of this framework appear as the existence
of a fundamental length which influences the behavior of the scale factor. We
show that such a deformation can either be used to control the unbounded growth
of the scale factor in the present accelerating phase or account for the
inflationary era in the early evolution of the universe.Comment: 10 pages, 3 figures, to appear in JCA
On the duration of magnetochrons C24r and C25n and the timing of early Eocene global warming events: Implications from the Ocean Drilling Program Leg 208 Walvis Ridge depth transect
Five sections drilled in multiple holes over a depth transect of more than 2200 m at the Walvis Ridge (SE Atlantic) during Ocean Drilling Program (ODP) Leg 208 resulted in the first complete early Paleogene deep-sea record. Here we present high-resolution stratigraphic records spanning a ~4.3 million yearlong interval of the late Paleocene to early Eocene. This interval includes the Paleocene-Eocene thermal maximum (PETM) as well as the Eocene thermal maximum (ETM) 2 event. A detailed chronology was developed with nondestructive X-ray fluorescence (XRF) core scanning records and shipboard color data. These records were used to refine the shipboard-derived spliced composite depth for each site and with a record from ODP Site 1051 were then used to establish a continuous time series over this interval. Extensive spectral analysis reveals that the early Paleogene sedimentary cyclicity is dominated by precession modulated by the short (100 kyr) and long (405 kyr) eccentricity cycles. Counting of precession-related cycles at multiple sites results in revised estimates for the duration of magnetochrons C24r and C25n. Direct comparison between the amplitude modulation of the precession component derived from XRF data and recent models of Earth’s orbital eccentricity suggests that the onset of the PETM and ETM2 are related to a 100-kyr eccentricity maximum. Both events are approximately a quarter of a period offset from a maximum in the 405-kyr eccentricity cycle, with the major difference that the PETM is lagging and ETM2 is leading a 405-kyr eccentricity maximum. Absolute age estimates for the PETM, ETM2, and the magnetochron boundaries that are consistent with recalibrated radiometric ages and recent models of Earth’s orbital eccentricity cannot be precisely determined at present because of too large uncertainties in these methods. Nevertheless, we provide two possible tuning options, which demonstrate the potential for the development of a cyclostratigraphic framework based on the stable 405-kyr eccentricity cycle for the entire Paleogene
Towards the deformation quantization of linearized gravity
We present a first attempt to apply the approach of deformation quantization
to linearized Einstein's equations. We use the analogy with Maxwell equations
to derive the field equations of linearized gravity from a modified Maxwell
Lagrangian which allows the construction of a Hamiltonian in the standard way.
The deformation quantization procedure for free fields is applied to this
Hamiltonian. As a result we obtain the complete set of quantum states and its
discrete spectrum.Comment: 13 pages, no figures **preliminary entry **
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