Results 301 to 310 of about 620,842 (320)
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A mathematical model for the age distribution of cancer in man
International Journal of Cancer, 1969AbstractIncidence data that have been collected by cancer registries in different parts of the world provide an opportunity for examining the relationship between cancer incidence and age on a wider scale and more accurately than has been possible before.
Paula J. Cook +2 more
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Appendix: Common Distributions and Mathematical Facts
2002For handy reference, we collect together the definition and main properties of the probability distributions we have encountered, and some useful facts of mathematical life. The symbols μ and σ 2 denote the mean and variance.
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The Mathematics of Information Coding, Extraction and Distribution
1999Correspondences between variable length parsing and coding problems.- The foundations of information push and pull.- Copyright? Protection?.- Lossy compression, classification, and regression.- Latent semantic indexing via a semi-discrete matrix decomposition.- Worst case prediction over sequences under log loss.- Issues in multimedia databases: Coding
Ima Program on \\"Mathematics in High-Performance Computing\\" +3 more
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Mathematical treatment of sequence distribution in terpolymers
European Polymer Journal, 1970Abstract The problem of sequence distribution in terpolymers is treated. Mathematical expressions are given for the main quantities characteristic of such a distribution (sequence, unit and bond fractions, average sequence length, number and length of the blocks contained between two successive sequences of the same monomer).
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OCULAR TEMPERATURE DISTRIBUTION: A MATHEMATICAL PERSPECTIVE
Journal of Mechanics in Medicine and Biology, 2009Mathematical modeling has proven to be a viable alternative for investigating the temperature distribution inside the human eye. This is due to its ability to overcome the limitations infrared (IR) thermography; the leading method in ocular temperature measurement.
Eddie Y. K. Ng, Ean Hin Ooi
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Some Mathematical Statistics for the Normal Distribution
1995We will derive in this chapter several elementary facts for the normal distribution and for basic statistics based on normal observations. The use of a normal model for a set of data is traditionally suggested by the central limit theorem and is, therefore, the most extensively studied one.
Michael Falk +2 more
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A mathematical model of friendship choice distribution
The Journal of Mathematical Sociology, 1980A mathematical model of friendship choice distribution is proposed. The model differs from other models in that it takes into account certain structural factors in sociometric relations. Two theoretical distributions are derived from a set of assumptions as two approximations to satisfy those assumptions.
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Mathematical considerations of the modified normal distribution
Bulletin géodésique, 1967In this paper, Romanowski’s modified normal distribution is considered from the mathematical standpoint. Initially, the characteristic function is computed. This function is then utilized to (1) compute moments, (2) demonstrate normal tendency as the modulating (“a”) parameter tends to infinity, (3) to formulate the modified normal distribution in ...
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Mathematical Model for Water Distribution Systems
Journal of the Hydraulics Division, 1971A mathematical model is developed for predicting the steady-state flow pattern for a water distribution system consisting of conduits, pumps, pressure-reducing valves, and reservoirs. The model is a computerized numerical simulation of the network. Because each component of the network is governed by a nonlinear flow formula, the equilibrium of flow in
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Random Maps, Distribution, and Mathematical Expectation
2016In the spirit of a refresher, we begin with an overview of the measure–theoretic framework for probability.
Rabi Bhattacharya, Edward C. Waymire
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