Peter Szmolyan - researchr alias

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Viewing Publication 1 - 10 from 10

2024

A skin microbiome model with AMP interactions and analysis of quasi-stability vs stability in population dynamicsEléa Thibault Greugny, François Fages, Ovidiu Radulescu, Peter Szmolyan, Georgios N. Stamatas. TCS, 983:114294, February 2024. [doi]

2022

Qualitative Dynamics of Chemical Reaction Networks: An Investigation Using Partial Tropical EquilibrationsAurélien Desoeuvres, Peter Szmolyan, Ovidiu Radulescu. cmsb 2022: 61-85 [doi]

2019

ManyLands: A Journey Across 4D Phase Space of TrajectoriesAleksandr Amirkhanov, Ilona Kosiuk, Peter Szmolyan, Artem Amirkhanov, Gabriel Mistelbauer, M. Eduard Gröller, Renata G. Raidou. cgf, 38(7):191-202, 2019. [doi]

Singular Perturbation Analysis of a Regularized MEMS ModelAnnalisa Iuorio, Nikola Popovic, Peter Szmolyan. siamads, 18(2):661-708, 2019. [doi]

2016

Existence of Chapman-Jouguet Detonation and Deflagration WavesIngenuin Gasser, Peter Szmolyan, Johannes Wächtler. siamma, 48(2):1400-1422, 2016. [doi]

2015

Multiscale Geometry of the Olsen Model and Non-classical Relaxation OscillationsChristian Kuehn, Peter Szmolyan. jns, 25(3):583-629, 2015. [doi]

2011

Scaling in Singular Perturbation Problems: Blowing Up a Relaxation OscillatorIlona Kosiuk, Peter Szmolyan. siamads, 10(4):1307-1343, 2011. [doi]

2009

Persistence of Rarefactions under Dafermos Regularization: Blow-Up and an Exchange Lemma for Gain-of-Stability Turning PointsStephen Schecter, Peter Szmolyan. siamads, 8(3):822-853, 2009. [doi]

2005

Geometric Singular Perturbation Analysis of the Yamada ModelAstrid Huber, Peter Szmolyan. siamads, 4(3):607-648, 2005. [doi]

2001

Extending Geometric Singular Perturbation Theory to Nonhyperbolic Points - Fold and Canard Points in Two DimensionsMartin Krupa, Peter Szmolyan. siamma, 33(2):286-314, 2001. [doi]

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