Spatial deterministic epidemics

Spatial deterministic epidemics

by Rass, Linda

Type Book
Rate 0.0 /5

Rass and Radcliffe draw together in one volume mathematical theory which, until now, has existed only in a large number of papers scattered over many journals. They use rigorous analytic methods to determine the behavior of spatial, deterministic models of certain multi-type epidemic processes where infection is spread by means of contact distribution. The results obtained include the existence of traveling wave solutions, the asymptotic speed of propagation, and the spatial final size. For res…

Read More ↓
Details
Files
Reviews
Download

Title Statements

  • Full title :Spatial deterministic epidemics / Linda Rass, John Radcliffe.

Summary

Rass and Radcliffe draw together in one volume mathematical theory which, until now, has existed only in a large number of papers scattered over many journals. They use rigorous analytic methods to determine the behavior of spatial, deterministic models of certain multi-type epidemic processes where infection is spread by means of contact distribution. The results obtained include the existence of traveling wave solutions, the asymptotic speed of propagation, and the spatial final size. For researchers and graduate students working in mathematical methods in biology. Annotation (c)2003 Book News, Inc., Portland, OR (booknews.com).

Read More ↓

Edition Statements

  • Publication Date:©2003.

Publication Statements

The Physical Object

  • Description:ix, 261 pages : : illustrations ; : 26 cm

Edition Identifiers

  • ISBN:0821804995, 9780821804995
  • oclc:ocm51009321
  • LC Classification:RA652.2.M3
  • Dewey Decimal:614.4/015/118

Table of Contents

Ch. 1. Introduction -- Ch. 2. The non-spatial epidemic -- Ch. 3. Bounds on the spatial final size -- Ch. 4. Wave solutions -- Ch. 5. The asymptotic speed of propagation -- Ch. 6. An epidemic on sites -- Ch. 7. The saddle point method -- Ch. 8. Epidemics with return to the susceptible state -- Ch. 9. Contact branching processes -- App. A. Extended Perron-Frobenius theory -- App. B. Non-negative solutions of a system of equations.

Read More ↓

Subjects

Biological models Biomatemàtica Biomathematics biometrics Biométrie Biometry Dinâmica de populações Disease Outbreaks Epidemics Epidemiología Épidémiologie -- Modèles mathématiques Epidemiology -- Mathematical models Géographie médicale -- Modèles mathémat… Medical geography -- Mathematical models Modèles biologiques Models, Biological Pandémies

Writers

Rass, Linda Radcliffe, John

More from this Series

  • The concentration of measure phenomenon

    2001.
    more →
    The concentration of measure phenomenon

  • The concentration of measure phenomen

    2001.
    more →
    The concentration of measure phenomen

  • The concentration of measure phenomenon

    cop. 2001.
    more →
    The concentration of measure phenomenon

  • The Concentration of measure phenomenon

    ©2001.
    more →
    The Concentration of measure phenomenon

  • The concentration of measure phenomenon

    2001
    more →
    The concentration of measure phenomenon

Rate & Review

0.0/5
(0 people Voted)

No reviews yet. Be the first to rate this work.

Files & Downloads

  • Spatial deterministic epidemics -- (.djvu)

    DJVU · 2.2 MB · updated
    Login →
Log in to request a copy