XPPAUT
XPPAUT is software for the analysis and simulation of dynamic systems. It includes AUTO, a bifurcation package, as well as dozens of other useful routines. Differential equations, maps, stochastic systems, delay equations, integral equations, and other systems are easily solved and plotted. Animation scripts, Poincare maps, and statistical measures are among its many features.
(Source: http://freecode.com/)
Keywords for this software
References in zbMATH (referenced in 272 articles , 1 standard article )
Showing results 1 to 20 of 272.
Sorted by year (- Akcay, Zeynep; Huang, Xinxian; Nadim, Farzan; Bose, Amitabha: Phase-locking and bistability in neuronal networks with synaptic depression (2018)
- Biswas, Debabrata; Banerjee, Tanmoy: Time-delayed chaotic dynamical systems. From theory to electronic experiment (2018)
- Campbell, Sue Ann; Wang, Zhen: Phase models and clustering in networks of oscillators with delayed coupling (2018)
- Ibrahim, Bashar: Mathematical analysis and modeling of DNA segregation mechanisms (2018)
- Booth, Victoria; Xique, Ismael; Diniz Behn, Cecilia G.: One-dimensional map for the circadian modulation of sleep in a sleep-wake regulatory network model for human sleep (2017)
- Chen, Xinfu; Ermentrout, Bard: Traveling pulses in a nonlocal equation arising near a saddle-node infinite cycle bifurcation (2017)
- da S.Costa, Michel Iskin; Esteves, Pedro.V.; Faria, Lucas Del Bianco; dos Anjos, Lucas: Prey dynamics under generalist predator culling in stage structured models (2017)
- Ibrahim, Bashar: A mathematical framework for kinetochore-driven activation feedback in the mitotic checkpoint (2017)
- Köksal Ersöz, Elif; Desroches, Mathieu; Krupa, Martin: Synchronization of weakly coupled canard oscillators (2017)
- Ravigné, Virginie; Lemesle, Valérie; Walter, Alicia; Mailleret, Ludovic; Hamelin, Frédéric M.: Mate limitation in fungal plant parasites can lead to cyclic epidemics in perennial host populations (2017)
- Stankevich, Nataliya V.; Kuznetsov, Nikolay V.; Leonov, Gennady A.; Chua, Leon O.: Scenario of the birth of hidden attractors in the Chua circuit (2017)
- Zhang, Shu; Yuan, Yuan: The Filippov equilibrium and sliding motion in an Internet congestion control model (2017)
- Zhou, Jing; Xu, Xu; Yu, Dongyuan; Li, Wenhao: Dynamics and control of a delayed oscillator network by pinning strategy (2017)
- Antoneli, Fernando; Ferreira, Renata C.; Briones, Marcelo R.S.: A model of gene expression based on random dynamical systems reveals modularity properties of gene regulatory networks (2016)
- Ashwin, Peter; Coombes, Stephen; Nicks, Rachel: Mathematical frameworks for oscillatory network dynamics in neuroscience (2016)
- Astakhov, Sergey; Astakhov, Oleg; Astakhov, Vladimir; Kurths, Jürgen: Bifurcational mechanism of multistability formation and frequency entrainment in a van der Pol oscillator with an additional oscillatory circuit (2016)
- Boie, Sebastian; Kirk, Vivien; Sneyd, James; Wechselberger, Martin: Effects of quasi-steady-state reduction on biophysical models with oscillations (2016)
- Colacchio, Giorgio: Transitions to chaos in a seven-equation model of the business cycle with income redistribution and private debt (2016)
- Desroches, Mathieu; Krupa, Martin; Rodrigues, Serafim: Spike-adding in parabolic bursters: the role of folded-saddle canards (2016)
- Ding, Nan; Xu, Xu; Zheng, Zhuoqun: A size-dependent nonlinear microbeam model based on the micropolar elasticity theory (2016)