Pireddu, M., Zanolin, F. (2013). Fixed points, periodic points and chaotic dynamics for continuous maps with applications to population dynamics. In S. Ahmad, I.M. Stamova (a cura di), Lotka-Volterra and Related Systems Recent Developments in Population Dynamics (pp. 123-234). De Gruyter [10.1515/9783110269840].

Fixed points, periodic points and chaotic dynamics for continuous maps with applications to population dynamics

PIREDDU, MARINA;
2013

Capitolo o saggio
Lotka-Volterra system; Population dynamics;
Fixed points, periodic points, Brouwer degree, rectangular cells, chaotic-like dynamics, topological horseshoes, linked twist maps, Volterra predator-prey system, harvesting, periodic solutions, subharmonics, Poincaré map
English
Lotka-Volterra and Related Systems Recent Developments in Population Dynamics
Ahmad, S; Stamova, IM
2013
978-3-11-026984-0
2
De Gruyter
123
234
Pireddu, M., Zanolin, F. (2013). Fixed points, periodic points and chaotic dynamics for continuous maps with applications to population dynamics. In S. Ahmad, I.M. Stamova (a cura di), Lotka-Volterra and Related Systems Recent Developments in Population Dynamics (pp. 123-234). De Gruyter [10.1515/9783110269840].
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/46108
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