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Original Articles

Two Markov Models of the Spread of Rumors

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Pages 157-166 | Published online: 08 Jul 2010

REFERENCES

  • Daley , D. J. & Kendall , D. G. ( 1965 ). Stochastic rumours . Journal of the Institute of Mathematics and Its Applications , 1 , 42 – 55 .
  • Feller , W. ( 1971 ). An Introduction to Probability Theory and Its Applications . ( , 2nd ed. , Vol. 2 ). New York : Wiley .
  • Garton Ash , T. ( 1993 ). The Magic Lantern: The Revolutions of 1989 as Witnessed in Warsaw, Budapest, Berlin, and Prague . New York : Vintage Books .
  • Goodwin , A. ( 1966 ). The French Revolution . London : Hutchinson .
  • Lefèvre , C. & Picard , P. ( 1994 ). Distribution of the final extent of a rumour process . Journal of Applied Probability , 31 , 244 – 249 .
  • Maki , D. P. & Thompson , M. ( 1973 ). Mathematical Models and Applications . Englewood Cliffs , NJ : Prentice-Hall .
  • Pearce , C. E. M. ( 2000 ). The exact solution of the general stochastic rumour . Mathematical and Computer Modelling , 31 , 289 – 298 .
  • Pittel , B. ( 1990 ). On a Daley–Kendall model of random rumours . Journal of Applied Probability , 27 , 14 – 27 .
  • Rapoport , A. & Rebhun , L. J. ( 1952 ). On the mathematical theory of rumour spread . Bulletin of Mathematical Biophysics , 14 , 375 – 383 .
  • Sudbury , A. ( 1985 ). The proportion of the population never hearing a rumour . Journal of Applied Probability , 22 , 443 – 446 .
  • Watson , R. ( 1988 ). On the size of a rumour . Stochastic Processes and Applications , 27 , 141 – 149 .

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