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/)


References in zbMATH (referenced in 322 articles , 1 standard article )

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  1. De Caluwé, Joëlle; Tosenberger, Alen; Gonze, Didier; Dupont, Geneviève: Signalling-modulated gene regulatory networks in early mammalian development (2019)
  2. Köksal Ersöz, Elif; Desroches, Mathieu; Mirasso, Claudio R.; Rodrigues, Serafim: Anticipation via canards in excitable systems (2019)
  3. Kundu, Prosenjit; Sharma, Lekha; Nandan, Mauparna; Ghosh, Dibakar; Hens, Chittaranjan; Pal, Pinaki: Emergent dynamics in delayed attractive-repulsively coupled networks (2019)
  4. Ramirez-Zuniga, Ivan; Rubin, Jonathan E.; Swigon, David; Clermont, Gilles: Mathematical modeling of energy consumption in the acute inflammatory response (2019)
  5. Viertel, Ryan; Borisyuk, Alla: A computational model of the mammalian external tufted cell (2019)
  6. Akcay, Zeynep; Huang, Xinxian; Nadim, Farzan; Bose, Amitabha: Phase-locking and bistability in neuronal networks with synaptic depression (2018)
  7. Biswas, Debabrata; Banerjee, Tanmoy: Time-delayed chaotic dynamical systems. From theory to electronic experiment (2018)
  8. Campbell, Sue Ann; Wang, Zhen: Phase models and clustering in networks of oscillators with delayed coupling (2018)
  9. Conte, Cameron; Lee, Ray; Sarkar, Monica; Terman, David: A mathematical model of recurrent spreading depolarizations (2018)
  10. Ferrario, Andrea; Merrison-Hort, Robert; Soffe, Stephen R.; Li, Wen-Chang; Borisyuk, Roman: Bifurcations of limit cycles in a reduced model of the Xenopus tadpole central pattern generator (2018)
  11. Ibrahim, Bashar: Mathematical analysis and modeling of DNA segregation mechanisms (2018)
  12. Jia, Bing: Negative feedback mediated by fast inhibitory autapse enhances neuronal oscillations near a Hopf bifurcation point (2018)
  13. Jin, Mengshi; Chen, Wei; Song, Hanwen; Xu, Jian: A frequency-domain method for solving linear time delay systems with constant coefficients (2018)
  14. Li, Li; Xu, Jian: Bifurcation analysis and spatiotemporal patterns in unidirectionally delay-coupled vibratory gyroscopes (2018)
  15. Ly, Cheng; Weinberg, Seth H.: Analysis of heterogeneous cardiac pacemaker tissue models and traveling wave dynamics (2018)
  16. Park, Youngmin; Ermentrout, G. Bard: A multiple timescales approach to bridging spiking- and population-level dynamics (2018)
  17. Rydin Gorjão, Leonardo; Saha, Arindam; Ansmann, Gerrit; Feudel, Ulrike; Lehnertz, Klaus: Complexity and irreducibility of dynamics on networks of networks (2018)
  18. Seo, Gunog; Wolkowicz, Gail S. K.: Sensitivity of the dynamics of the general Rosenzweig-Macarthur model to the mathematical form of the functional response: a bifurcation theory approach (2018)
  19. Stankevich, Nataliya V.; Dvorak, Anton; Astakhov, Vladimir; Jaros, Patrycja; Kapitaniak, Marcin; Perlikowski, Przemysław; Kapitaniak, Tomasz: Chaos and hyperchaos in coupled antiphase driven Toda oscillators (2018)
  20. Varshney, Vaibhav; Sabarathinam, S.; Prasad, Awadhesh; Thamilmaran, K.: Infinite number of hidden attractors in memristor-based autonomous Duffing oscillator (2018)

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