Results 281 to 290 of about 159,993 (313)

Electrocochleography by mathematical modelling

International Journal of Bio-Medical Computing, 1976
The aim of this work is to critically review some of the classical electrocochleographic methods in accordance with the systems theory: (a) in describing, by means of mathematical models, the different parts of the auditory system concerned in the generation of stimulus-evoked signals; and: (b) in comparing the outputs of these models with the ...
E, Biondi, F, Grandori
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A mathematical model for spirometry

Computers and Biomedical Research, 1987
A model originally designed to fit population growth data was investigated to determine whether it could fit spirometric traces as a function of time in normal and ill humans and in normal rats, obtained, respectively, by spirometer and whole-body plethysmography.
E, Massad, A B, Engel, M A, Nicolelis
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A mathematical model of the “Rattleback”

International Journal of Non-Linear Mechanics, 1980
Abstract A mathematical model is presented which gives a fairly comprehensive explanation of the strange behavior of a certain type of stone, called a Celt or Rattleback, which if placed on a flat horizontal surface and caused to spin in a particular direction about a vertical axis, will quickly stop spinning, oscillate about a horizontal axis, and ...
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Mathematical Modelling of the Internet

2000
Abstract In the current Internet, the rate at which a source sends packets is controlled by TCP, the transmission control protocol of the Internet [8], implemented as software on the computers that arc the source and destination of the data. The general approach is as follows. When a resource within the network becomes overloaded, one
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Mathematical Models for Rabies

2011
Rabies virus and its associated host-pathogen population dynamics have proven a remarkable model system for developing mathematical models of infectious disease emergence and spread. Beginning with simple susceptible-infectious-removed (SIR) compartment models of fox rabies emergence and spread across Western Europe, mathematical models have now been ...
Vijay G, Panjeti, Leslie A, Real
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Mathematical Models in Biology

2005
Part I. Discrete Process in Biology: 1. The theory of linear difference equations applied to population growth 2. Nonlinear difference equations 3. Applications of nonlinear difference equations to population biology Part II. Continuous Processes and Ordinary Differential Equations: 4. An introduction to continuous models 5.
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Mathematical modelling and simulation in construction supply chain management

Automation in Construction, 2023
Ahmed W A Hammad
exaly  

Mathematical modelling of electric vehicle adoption: A systematic literature review

Transportation Research, Part D: Transport and Environment, 2022
Lucy Maybury, Liana Cipcigan
exaly  

Mathematical modeling

2012
Yucesoy, C.A., Huijing, P.A.J.B.M.
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Mathematical modeling

International Journal of Radiation Oncology*Biology*Physics, 1977
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