960 resultados para Moore, Veranus A. (Veranus Alva), 1859-1931.


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Digital image

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Ms. Eva Padnick, 1988.

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Bernhard Lowe, September 1999 (no ackn.)

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Among the iterative schemes for computing the Moore — Penrose inverse of a woll-conditioned matrix, only those which have an order of convergence three or two are computationally efficient. A Fortran programme for these schemes is provided.

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Moore's Law has driven the semiconductor revolution enabling over four decades of scaling in frequency, size, complexity, and power. However, the limits of physics are preventing further scaling of speed, forcing a paradigm shift towards multicore computing and parallelization. In effect, the system is taking over the role that the single CPU was playing: high-speed signals running through chips but also packages and boards connect ever more complex systems. High-speed signals making their way through the entire system cause new challenges in the design of computing hardware. Inductance, phase shifts and velocity of light effects, material resonances, and wave behavior become not only prevalent but need to be calculated accurately and rapidly to enable short design cycle times. In essence, to continue scaling with Moore's Law requires the incorporation of Maxwell's equations in the design process. Incorporating Maxwell's equations into the design flow is only possible through the combined power that new algorithms, parallelization and high-speed computing provide. At the same time, incorporation of Maxwell-based models into circuit and system-level simulation presents a massive accuracy, passivity, and scalability challenge. In this tutorial, we navigate through the often confusing terminology and concepts behind field solvers, show how advances in field solvers enable integration into EDA flows, present novel methods for model generation and passivity assurance in large systems, and demonstrate the power of cloud computing in enabling the next generation of scalable Maxwell solvers and the next generation of Moore's Law scaling of systems. We intend to show the truly symbiotic growing relationship between Maxwell and Moore!

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[ES] Estudio de caso (Fiesta de S. Francisco en Pamplona, Navarra) del modo en que la derecha conservadora espaola (Bloque de Derechas) y los radicales (carlistas) emplearon densos elementos identificadores (“identidad”) de lo local (Navarra-Espaa) y católica para generar actitudes y adhesiones políticas antirrepublicanas.

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O autor esclarece, no prefácio da obra, ter sido ela redigida "aos trambolhos e às carreiras" e tratar-se de uma experiência num gênero novo - o ensaio. Mas J. Navarro de Andrade, na introdução de seu texto "Viagem ao Araguaia" diz o seguinte de José Vieira Couto de Magalhães : despretensioso, é, contudo, o conto aludido, um trabalho de merecimento, pena é que o autor não produzisse nesse sentido outros escritos, e seguisse outra vereda da vida.

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Parte 1 - Atos do Poder Legislativo

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Atos do Governo Provisório

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Charles M. Breder Jr. “hypothesis” diary is a deviation from the field diaries that form part of the Breder collection housed at the Arthur Vining Davis Library, Mote Marine Laboratory. There are no notes or observations from specific scientific expeditions in the document. Instead, the contents provide an insight into the early meticulous scientific thoughts of this biologist, and how he examines and develops these ideas. It is apparent that among Dr. Breder’s passions was his continual search for knowledge about questions that still besieged many scientists. Topics discussed include symmetry, origin of the atmosphere, origin of life, mechanical analogies of organisms, aquaria as an organism, astrobiology, entropy, evolution of species, and other topics. The diary was transcribed as part of the Coastal Estuarine Data/Document Rescue and Archeology effort for South Florida. (PDF contains 33 pages)

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3 cartas (manuscritas) ; entre 210x265mm y 161x222mm. Ubicación: Caja 1 - Carpeta 23

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1 tarjeta y 1 carta (manuscritas y mecanografiadas) ; entre 146x92mm y 135x215mm. Ubicación: Caja 1 - Carpeta 31

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10 cartas (manuscritas y mecanografiadas) ; entre 213x203mm y 335x227mm. Ubicación: Caja 1 - Carpeta 33