As of 1 April 2026, the PSJD database will become an archive and will no longer accept new data. Current publications from Polish scientific journals are available through the Library of Science: https://bibliotekanauki.pl
The Zombie Epidemic is a fun framework for investigating different scenarios of spreading disease. An extended Kermack – McKendrick model is analyzed. The only thing that can save humanity is to not get bitten or to find a remedy for the ”zombie virus” (both almost impossible).
Alemi A. A., Bierbaum M., Myers C. R., Sethna J. P., You Can Run, You Can Hide: The Epidemiology and Statistical Mechanics of Zombies, “Physical Review E” 2015, No. 92.
Booth W., Voodoo Science, “Science” 1988, No. 240.
Calderhead D., Girolami M., Higham D. J., Is It Safe to Go Out Yet? Statistical Inference in a Zombie Outbreak Model, “Department of Mathematics and Statistics Research Report” 2010, No. 6.
Crisite D., Lauro S. J., Better Off Dead: The Evolution of the Zombie as Post-Human, New York 2011.
Crossley M., Amos M., SimZombie: A Case-Study in Agent-Based Simulation Construction, “Agent and Multi-Agent Systems: Technologies and Applications Lecture Notes in Computer Science” 2011, No. 6682.
Edmonds E. B., Gonzalez M. A., Caribbean Religious History: An Introduction, New York 2010.
Kermack W. O., McKendrick A. G., A Contribution to the Mathematical Theory of Epidemics, “Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences” 1927, No. 115 (772).
List of Zombies Films, [Online] https://en.wikipedia.org/wiki/List_of_zombie_films [accessed: 8.12.2015].
Mogk M., Everything You Ever Wanted to Know About Zombies, New York 2011.
Munz P., Hudea I., Imad J., Smith R. J., When Zombies Attack!: Mathematical Modelling of An Outbreak of Zombie Infection, [in:] Infectious Disease Modelling Research Progress, eds. J. M. Tchuenche, C. Chiyaka, Ottawa 2011.
Smith T. C., Zombie Infections: Epidemiology, Treatment, and Prevention, “The British Medical Journal” 2015, No. 351:h6423, DOI: 10.1136/bmj.h6423.
Smith? R., Mathematical Modelling of Zombies, Ottawa 2013.
Teschl G., Ordinary Differential Equations and Dynamical Systems, “Graduate Studies in Mathematics” 2012, No. 140.
Wolfram Research, Inc., Mathematica, version 10.3, Champaign, IL (2015).