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A scalar supercomputer

Digest of Papers. COMPCON Spring 89. Thirty-Fourth IEEE Computer Society International Conference: Intellectual Leverage, 2003
A description is given of the scalar supercomputer and of a particular implementation, the Prisma machine. The performance goal is a sustained rate of 150 million instructions per second, with matched memory size and I/O capabilities. The machine will be binary-compatible with other computers implementing the SPARC architecture. To obtain this level of
Philip Gerskovich, Pete Wilson
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Scalar Actions

Canadian Journal of Mathematics, 1983
The subject of this paper arises from the familiar process whereby an automorphism of a field generates new representations from old. One may think of that process spatially, as a change of vector space structure in the representation space by means of the automorphism.
Lebow, A., Schreiber, M.
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Scalar Gravitation

American Journal of Physics, 1964
Nordström's scalar theory of gravitation is discussed from a modern point of view, and compared with some aspects of general relativity. We discuss the equations of motion for test masses, the field equations in the presence of matter, and the extent to which the principle of equivalence, Mach's principle, and the expansion of the universe are ...
Wellner, Marcel, Sandri, Guido
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The puzzle of scalar mesons and the scalar glueball

Il Nuovo Cimento A, 1990
The puzzle of scalar mesons is studied by considering the gluon effects on the masses of mesons and the mixing of scalar nonet with a glueball. The f0(1300) mass is raised to ∼1300 MeV by the gluon effects while retaining itsN-like character. The f0(975) may be a 0++ glueball which mixes with the f0(1300) appreciably.
T. Teshima, I. Kitamura, N. Morisita
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Scales and scalarity: Processing scalar inferences

Journal of Memory and Language, 2019
Abstract The scalar word ‘some’ may be interpreted with an upper bound, i.e., as excluding ‘all’. Several studies have found that the computation of this scalar inference may be associated with a processing cost (e.g., Bott & Noveck, 2004; De Neys & Schaeken, 2007), which seems to argue in favour of theories according to which pragmatic inferencing ...
Bob van Tiel   +2 more
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Scalar functions

ACM SIGAPL APL Quote Quad, 1983
The primitive functions described in this section are called scalar-functions. All scalar-functions have uniform behaviour with respect to the structure of their argument arrays. The shape of the result of a scalar-function is determined solely by the shapes of its ...
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Source areas for scalars and scalar fluxes

Boundary-Layer Meteorology, 1994
The spatial resolution of meteorological observations of scalars (such as concentrations or temperature) and scalar fluxes (e.g., water-vapour flux, sensible heat flux) above inhomogeneous surfaces is in general not known. It is determined by the surface area of influence orsource area of the sensor, which for sensors of quantities that are subject to ...
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Surrogate Scalar Functions and Scalarizing Techniques

2016
The most common procedure to compute efficient/nondominated solutions in MOP is using a scalarizing technique, which consists in transforming the original multiobjective problem into a single objective problem that may be solved repeatedly with different parameters.
Carlos Henggeler Antunes   +2 more
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Scalar Input or Scalar Output Systems

1999
Let us suppose, for ease of exposition, that our field is simply the complex numbers ℂ in this section (although all that we do is valid for any algebraically closed field k). We recall that there were four basic representations of a scalar input-scalar output linear system introduced in Part I.
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