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Mathematical models of nonuniform intrapulmonary gas distribution

The Bulletin of Mathematical Biophysics, 1965
Mathematical models of nonuniform gas distribution in the lungs which assume a two-chambered lung to be ventilated through a third chamber, i.e. a common dead space, have led to diverging results. A breath-by-breath analysis of such a system results in a two-exponential solution whereas a continuous ventilation analysis gives a three-exponential ...
J T, Mulligan, A, Bouhuys
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Mathematical Properties of the Multivariate t Distribution

Acta Applicandae Mathematicae, 2005
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Nadarajah, Saralees, Kotz, Samuel
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Distribution of mathematical software via electronic mail

ACM SIGNUM Newsletter, 1985
A large collection of public domain mathematical software is now available via electronic mail. Messages sent to "netlib@anl-mcs" (on the Arpanet/CSNET) or to "researchlnetlib" (on the UNIX network) wake up a server that distributes items from the collection. For example the one-line message, "send index" gets a library catalog by return mail.
Dongarra, Jack J., Grosse, Eric
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Distribution Management-Mathematical Modelling and Practical Analysis

IEEE Transactions on Systems, Man, and Cybernetics, 1972
Distribution Management: Mathematical Modelling and Practical Analysis. By Samuel Eilon, C. D. T. Watson‐Gandy and Nicos Christofides. London, Charles Griffin & Co. Ltd, 1971. vi, 240 p. 914″. £4·50.
C. P. Burrows   +3 more
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Mathematical Arguments and Distributed Knowledge

2013
Because the conclusion of a correct proof follows by necessity from its premises, and is thus independent of the mathematician’s beliefs about that conclusion, understanding how different pieces of mathematical knowledge can be distributed within a larger community is rarely considered an issue in the epistemology of mathematical proofs. In the present
Allo, Patrick   +2 more
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OCULAR TEMPERATURE DISTRIBUTION: A MATHEMATICAL PERSPECTIVE

Journal of Mechanics in Medicine and Biology, 2009
Mathematical 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.
E. H. OOI, E. Y. K. NG
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Multiplication of Distributions in Mathematical Physics

2016
We expose a mathematical method that permits to treat calculations in form of multiplications of distributions that arise in various areas of mathematical physics, starting with an analysis of the famous Schwartz impossibility result (1954), then a construction of products of distributions, with examples and references of use in various domains of ...
J. Aragona   +4 more
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