2024
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1. |
Mishra, Purnedu; Ponossov, Arkadi; Wyller, John Andreas. On the dynamics of predator–prey models with role reversal. Physica D : Non-linear phenomena 2024 ;Volum 461. NMBU
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2023
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2. |
Bergland, Harald; Burlakov, Evgenii; Wyller, John Andreas. The Dynamics of Pasture–Herbivores–Carnivores with Sigmoidal Density Dependent Harvesting. Bulletin of Mathematical Biology 2023 ;Volum 85.(11) s. - NMBU UiT
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2022
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3. |
Bergland, Harald; Mishra, Purnedu; Pedersen, Pål Andreas; Ponossov, Arkadi; Wyller, John Andreas. Time delays and pollution in an open-access fishery. Natural Resource Modeling 2022 s. 1-39 UiT NORD NMBU
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2021
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4. |
Kolodina, Karina; Wyller, John Andreas; Oleynik, Anna; Sørensen, Mads Peter. Pattern formation in a 2-population homogenized neuronal network model. The Journal of Mathematical Neuroscience 2021 ;Volum 11.(9) s. - UiB NMBU
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5. |
Wyller, John Andreas. Pattern formation in a neuronal network model. 13th ISAAC Congress; 2021-08-02 - 2021-08-06 NMBU
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2020
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6. |
Bergland, Harald; Burlakov, Evgenii; Pedersen, Pål Andreas; Wyller, John Andreas. Aquaculture, pollution and fishery - dynamics of marine industrial interactions. Ecological Complexity : An International Journal on Biocomplexity in the Environment and Theoretical Ecology 2020 ;Volum 43. s. - UiT NORD NMBU
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2019
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7. |
Bergland, Harald; Pedersen, Pål Andreas; Wyller, John Andreas. Accumulated marine pollution and fishery dynamics. Ecological Complexity : An International Journal on Biocomplexity in the Environment and Theoretical Ecology 2019 ;Volum 38. s. 56-74 UiT NORD NMBU
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8. |
Bergland, Harald; Wyller, John Andreas; Burlakov, Evgenii. Pasture-livestock dynamics with density-dependent harvest and changing environment. Natural Resource Modeling 2019 ;Volum 32.(4) s. - NMBU UiT
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2018
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9. |
Kolodina, Karina; Oleynik, Anna; Wyller, John Andreas. Single bumps in a 2-population homogenized neuronal network model. Physica D : Non-linear phenomena 2018 ;Volum 370. s. 40-53 NMBU
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10. |
Wyller, John Andreas; Kolodina, Karina; Sørensen, Mads Peter; Oleynik, Anna. PATTERN FORMATION IN A HOMOGENIZED NEURAL FIELD MODEL. ECMI 2018, 20TH EUROPEAN CONFERENCE ON MATHEMATICS FOR INDUSTRY; 2018-06-18 - 2018-06-22 UiB NMBU
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11. |
Bergland, Harald; Pedersen, Pål Andreas; Wyller, John Andreas. Stable and unstable equilibrium states in a fishery-aquaculture model. Natural Resource Modeling 2018 s. - NMBU UiT NORD
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12. |
Kolodina, Karina; Oleynik, Anna; Wyller, John Andreas. Localized stationary solutions of a 2-population homogenized neural field model. AIP Conference Proceedings 2018 ;Volum 1978.(1) NMBU
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13. |
Wyller, John Andreas; Kolodina, Karina; Oleynik, Anna; Sørensen, Mads Peter. LOCALIZED STATIONARY SOLUTIONS AND PATTERN FORMATION IN A HOMOGENIZED NEURAL FIELD MODEL. Kolmogorov Readings; 2018-10-01 - 2018-10-05 NMBU UiB
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2017
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14. |
Kolodina, Karina; Oleynik, Anna; Wyller, John Andreas. Localized stationary solutions of a 2-population homogenized neural Field model. International conference; 2017-09-25 - 2017-09-30 UiB NMBU
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15. |
Kolodina, Karina; Oleynik, Anna; Wyller, John Andreas. Localized stationary solutions of a 2-population homogenized neural field model. Report; 2017-09-25 - 2017-09-30 UiB NMBU
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16. |
Wyller, John Andreas. Homogenization theory for neural field models. Conference DIFFERENTIAL EQUATIONS AND APPLICATIONS; 2017-09-04 - 2017-09-07 NMBU
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17. |
Wyller, John Andreas. Mathematics ≠ Formula manipulations. Nord Universitet, Bodø; 2017-01-20 - 2017-01-20 NMBU
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18. |
Wyller, John Andreas. Neural field models. KAAS colloquium; 2017-05-24 - 2017-05-24 NMBU
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2016
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19. |
Burlakov, Evgenii; Ponossov, Arkadi; Wyller, John Andreas. Stationary solutions of continuous and discontinuous neural field equations. Journal of Mathematical Analysis and Applications 2016 ;Volum 444.(1) s. 47-68 NMBU
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20. |
Burlakov, Evgenii; Wyller, John Andreas; Ponossov, Arkadi. Two-dimensional Amari neural field model with periodic microstructure: Rotationally symmetric bump solutions. Communications in nonlinear science & numerical simulation 2016 ;Volum 32. s. 81-88 NMBU
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21. |
Nielsen, Bjørn Fredrik; Wyller, John Andreas. Ill-posed Point Neuron Models. The Journal of Mathematical Neuroscience 2016 ;Volum 6.(1) NMBU
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22. |
Nilsen, Vegard. Quantitative Microbial Risk Assessment for Drinking Water: Dose-Response Theory and Virus Filtration Dynamics. Ås: Norges miljø- og biovitenskapelige universitet 2016 (ISBN 978-82-575-1378-8) 210 s. Philosophiae Doctor (PhD) Thesis(2016:58) NMBU
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23. |
Nilsen, Vegard; Wyller, John Andreas. QMRA for Drinking Water: 1. Revisiting the Mathematical Structure of Single-Hit Dose-Response Models. Risk Analysis 2016 ;Volum 36.(1) s. 145-162 NMBU
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24. |
Nilsen, Vegard; Wyller, John Andreas. QMRA for Drinking Water: 2. The Effect of Pathogen Clustering in Single-Hit Dose-Response Models. Risk Analysis 2016 ;Volum 36.(1) s. 163-181 NMBU
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2015
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25. |
Burlakov, Evgenii; Zhukovskiy, Evgenii; Ponossov, Arkadi; Wyller, John Andreas. Existence, uniqueness and continuous dependence on parameters of solutions to neural field equations. Memoirs on Differential Equations and Mathematical Physics 2015 ;Volum 65. s. 35-55 NMBU
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26. |
Burlakov, Evgenii; Zhukovskiy, Evgenii; Ponossov, Arkadi; Wyller, John Andreas. On wellposedness of generalized neural field equations with delay. Journal of Abstract Differential Equations and Applications 2015 ;Volum 6.(1) s. 51-80 NMBU
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27. |
Malyutina, Elena; Ponossov, Arkadi; Wyller, John Andreas. Numerical analysis of bump solutions for neural field equations with periodic microstructure. Applied Mathematics and Computation 2015 ;Volum 260. s. 370-384 NMBU
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28. |
Oleynik, Anna; Ponosov, Arcady; Wyller, John Andreas. Iterative Schemes for Bump Solutions in a Neural Field Model. Differential Equations and Dynamical Systems 2015 ;Volum 23.(1) s. 79-98 NMBU NTNU
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29. |
Wyller, John Andreas. Homogenization Theory for Neural Field Models. SIAM Conference on Applied Dynamical Systems; 2015-05-17 - 2015-05-21 NMBU
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2014
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30. |
Malyutina, Elena; Wyller, John Andreas; Ponossov, Arkadi. Two bump solutions of a homogenized Wilson-Cowan model with periodic microstructure. Physica D : Non-linear phenomena 2014 ;Volum 271. s. 19-31 NMBU
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31. |
Svanstedt, Nils; Wyller, John Andreas; Malyutina, Elena. A one-population Amari model with periodic microstructure. Nonlinearity 2014 ;Volum 27.(6) s. 1391-1417 NMBU
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32. |
Wyller, John Andreas; Burlakov, Evgenii. EXISTENCE, UNIQUENESS AND CONTINUOUS DEPENDENCE ON CONTROL OF LOCALIZED SOLUTIONS TO NEURAL FIELD EQUATIONS. International Workshop on Qualitative Theory of Differential Equations (QUALITDE-2014); 2014-12-18 - 2014-12-20 NMBU
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2013
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33. |
Burlakov, Evgenii; Ponossov, Arkadi; Wyller, John Andreas. On well-posedness of generalized neural field models. International Conference “A.N. Kolmogorov readings”; 2013-10-07 - 2013-10-11 NMBU
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34. |
Burlakov, Evgenii; Zhukovskiy, Evgenii; Ponossov, Arkadi; Wyller, John Andreas. On wellposedness of neural field equations with delay. The Cape Verde International Days on Mathematics; 2013-04-22 - 2013-04-25 NMBU
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35. |
Malyutina, Elena; Wyller, John Andreas; Ponossov, Arkadi. Two bump solutions in a homogenized Wilson - Cowan model. The Cape Verde International Days on Mathematics; 2013-04-22 - 2013-04-25 UiO NMBU
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36. |
Malyutina, Elena; Wyller, John Andreas; Ponossov, Arkadi. Two bump solutions of a homogenized Wilson -- Cowan model. 1st Baltic-Nordic Summer School on Neuroinformatics (BNNI 2013); 2013-05-29 - 2013-05-31 NMBU
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37. |
Oleynik, Anna; Ponossov, Arkadi; Wyller, John Andreas. Iterative schemes for bump solution in a neural field model. Differential Equations and Dynamical Systems 2013 NMBU
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38. |
Oleynik, Anna; Ponossov, Arkadi; Wyller, John Andreas. On the properties of nonlinear nonlocal operators arising in neural field models. Journal of Mathematical Analysis and Applications 2013 ;Volum 398.(1) s. 335-351 NMBU
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39. |
Ponossov, Arkadi; Burlakov, Evgenii; Wyller, John Andreas; Zhukovskiy, Evgenii. On well-posedness of neural field equations with delay. International Conference on Delay Differential and Difference Equations and Applications; 2013-07-15 - 2013-07-19 NMBU
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40. |
Yousaf, Muhammad; Kriener, Birgit; Wyller, John Andreas; Einevoll, Gaute Tomas. Generation and annihilation of localized persistent-activity states in a two-population neural-field model. Neural Networks 2013 ;Volum 46. s. 75-90 NMBU
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41. |
Yousaf, Muhammad; Ponossov, Arkadi; Wyller, John Andreas; Einevoll, Gaute Tomas. Neural firing rate model with a steep firing rate function. Nonlinear Analysis: Real world applications 2013 ;Volum 14.(1) s. 753-767 NMBU
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42. |
Yousaf, Muhammad; Wyller, John Andreas; Tetzlaff, Tom; Einevoll, Gaute Tomas. Effect of localized input on bump solutions in a two-population neural-field model. Nonlinear Analysis: Real world applications 2013 ;Volum 14.(2) s. 997-1025 NMBU
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2012
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43. |
Coombes, Stephen; Schmidt, Helmut; Laing, Carlo R.; Svanstedt, Nils; Wyller, John Andreas. Waves in random neural media. Discrete and Continuous Dynamical Systems. Series A 2012 ;Volum 32.(8) s. 2951-2970 NMBU
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44. |
Isaeva, Julia; Martens, Magni; Sæbø, Solve; Wyller, John Andreas; Martens, Harald. The modelome of line curvature: Many nonlinear models approximated by a single bi-linear metamodel with verbal profiling. Physica D : Non-linear phenomena 2012 ;Volum 241.(9) s. 877-889 NOFIMA NMBU
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45. |
Isaeva, Julia; Sæbø, Solve; Wyller, John Andreas; Nhek, Sarin; Martens, Harald. Fast and comprehensive fitting of complex mathematical models to massive amounts of empirical data. Chemometrics and Intelligent Laboratory Systems 2012 ;Volum 117. s. 13-21 NOFIMA NMBU
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46. |
Isaeva, Julia; Sæbø, Solve; Wyller, John Andreas; Wolkenhauer, Olaf; Martens, Harald. Nonlinear modelling of curvature by bi-linear metamodelling. Chemometrics and Intelligent Laboratory Systems 2012 ;Volum 117. s. 2-12 NMBU
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47. |
Nilsen, Vegard; Wyller, John Andreas; Heistad, Arve. Efficient incorporation of microbial metabolic lag in subsurface transport modeling. Water Resources Research 2012 ;Volum 48. s. - NMBU
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48. |
Norheim, Eivind Skjønsberg; Wyller, John Andreas; Nordli, Eilen; Einevoll, Gaute Tomas. A minimal mechanistic model for temporal signal processing in the lateral geniculate nucleus. Cognitive Neurodynamics 2012 ;Volum 6.(3) s. 259-281 NMBU
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49. |
Wyller, John Andreas. Bumps in a homogenized one - population Wilson - Cowan model. The 17th European Conference on Mathematics for Industry 2012; 2012-07-23 - 2012-07-27 NMBU
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50. |
Wyller, John Andreas. Homogenization theory and complex biological systems (neural field models). The Joint NordForsk TOSCA workshop; 2012-03-27 - 2012-03-30 NMBU
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