Results 291 to 300 of about 2,120,079 (336)
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Monist, 2000
Defenseur d'une theorie atemporelle (tenseless) du temps, l'A. examine la relation entre les continuants qui garantissent la permanence de l'objet, d'une part, et la continuite dans le temps assuree par les parties temporelles, d'autre part.
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Defenseur d'une theorie atemporelle (tenseless) du temps, l'A. examine la relation entre les continuants qui garantissent la permanence de l'objet, d'une part, et la continuite dans le temps assuree par les parties temporelles, d'autre part.
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Continuing certification and continuing education
American Journal of Psychiatry, 1980The authors review the guidelines of the American Board of Medical Specialties (ABMS) for recertification and the approaches of various medical specialty boards, including internal medicine, pathology, and family practice, toward implementing periodic recertification.
C B, Robinowitz, M, Greenblatt
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Continuous Time and/or Continuous Distributions
2010We compare two models of processes involving uncountable space. Labelled Markov processes are probabilistic transition systems that can have uncountably many states, but still make discrete time steps. The probability measures on the state space may have uncountable support.
Joseph Assouramou, Josée Desharnais
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IEEE Transactions on Visualization and Computer Graphics, 2008
Scatterplots are well established means of visualizing discrete data values with two data variables as a collection of discrete points. We aim at generalizing the concept of scatterplots to the visualization of spatially continuous input data by a continuous and dense plot.
Sven Bachthaler, Daniel Weiskopf
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Scatterplots are well established means of visualizing discrete data values with two data variables as a collection of discrete points. We aim at generalizing the concept of scatterplots to the visualization of spatially continuous input data by a continuous and dense plot.
Sven Bachthaler, Daniel Weiskopf
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A decomposition of continuity and α-continuity
Acta Mathematica Hungarica, 1993A subset of a topological space \(X\) is said to be preopen \((\alpha\)-open) if \(A\subset \mathrm{Int} (\mathrm{Cl} (A))\) (resp. \(A\subset \mathrm{Int} (\mathrm{Cl} ((\mathrm{Int} (A)))\). The union of all preopen (resp. \(\alpha\)-open) sets contained in \(A\) is called the pre-interior (resp.
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Continuity and Uniform Continuity
2010It is likely that your first calculus class included a discussion of continuity. Many students find the definition hard to understand, and in many calculus classes the fine details are skipped. One of the rewards of mastering the kind of mathematics discussed in this book is that items like \(\varepsilon - \delta\) the definition of continuity are ...
Matthias Beck, Ross Geoghegan
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Compiling with continuations, continued
ACM SIGPLAN Notices, 2007We present a series of CPS-based intermediate languages suitable for functional language compilation, arguing that they have practical benefits over direct-style languages based on A -normal form (ANF) or monads. Inlining of functions demonstrates the benefits most clearly: in ANF-based languages, inlining involves ...
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Higher-Order and Symbolic Computation, 2000
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Continuous improvement and “Continuous Improvement”
Medical Journal of Australia, 2005openaire +6 more sources