Zemskov E.P., Tsyganov M.A., Horsthemke W., “Multifront Regime of a Piecewise-Linear Fitzhugh-Nagumo Model With Cross Diffusion”, Phys. Rev. E, 99:6 (2019), 062214
Zafar R. Rakhmonov, Jasur E. Urunbayev, “On a problem of cross-diffusion with nonlocal boundary conditions”, Журн. СФУ. Сер. Матем. и физ., 12:5 (2019), 614–620
Tyutyunov V Yu. Sen D. Titova I L. Banerjee M., “Predator Overcomes the Allee Effect Due to Indirect Prey-Taxis”, Ecol. Complex., 39 (2019), UNSP 100772
Tyutyunov Yu.V. Zagrebneva A.D. Govorukhin V.N. Titova L.I., “Numerical Study of Bifurcations Occurring At Fast Timescale in a Predator-Prey Model With Inertial Prey-Taxis”, Advanced Mathematical Methods in Biosciences and Applications, Steam-H Science Technology Engineering Agriculture Mathematics & Health, ed. Berezovskaya F. Toni B., Springer International Publishing Ag, 2019, 221–239
Morales J.E., James G., Tonnelier A., “Solitary Waves in the Excitable Burridge-Knopoff Model”, Wave Motion, 76 (2018), 103–121
Г. Р. Иваницкий, “Робот и Человек. Где находится предел их сходства?”, УФН, 188:9 (2018), 965–991 ; G. R. Ivanitskii, “The robot and the human. Where's their similarity limit?”, Phys. Usp., 61:9 (2018), 871–895
A.D. Zagrebneva, V.N. Govorukhin, Proceedings of the International Conference “Mathematical Biology and Bioinformatics”, 7, Proceedings of the International Conference “Mathematical Biology and Bioinformatics”, 2018
Г. Р. Иваницкий, “Самоорганизующаяся динамическая устойчивость биосистем, далёких от равновесия”, УФН, 187:7 (2017), 757–784 ; G. R. Ivanitskii, “Self-organizing dynamic stability of far-from-equilibrium biological systems”, Phys. Usp., 60:7 (2017), 705–730
Tyutyunov Yu.V. Titova L.I., “Simple Models For Studying Complex Spatiotemporal Patterns of Animal Behavior”, Deep-Sea Res. Part II-Top. Stud. Oceanogr., 140:SI (2017), 193–202
А. В. Епифанов, В. Г. Цибулин, “О динамике косимметричных систем хищников и жертв”, Компьютерные исследования и моделирование, 9:5 (2017), 799–813
Yuri V. Tyutyunov, Lyudmila I. Titova, Inna N. Senina, “Prey-taxis destabilizes homogeneous stationary state in spatial Gause–Kolmogorov-type model for predator–prey system”, Ecological Complexity, 31 (2017), 170
Berezovskaya F., “Traveling Waves Impulses of Fitzhugh Model With Diffusion and Cross-Diffusion”, Mathematical Sciences With Multidisciplinary Applications: in Honor of Professor Christiane Rousseau. and in Recognition of the Mathematics For Planet Earth Initiative, Springer Proceedings in Mathematics & Statistics, 157, ed. Toni B., Springer, 2016, 1–20
A. V. Epifanov, V. G. Tsybulin, “Modeling of oscillatory scenarios of the coexistence of competing populations”, BIOPHYSICS, 61:4 (2016), 696
G. Svantnerné Sebestyén, István Faragó, Róbert Horváth, R. Kersner, M. Klincsik, “Stability of patterns and of constant steady states for a cross-diffusion system”, Journal of Computational and Applied Mathematics, 2015
A. V. Budyansky, V. G. Tsybulin, “The effect of directed migration on the formation of spatial population structures”, BIOPHYSICS, 60:4 (2015), 622
M. A. Tsyganov, G. R. Ivanitsky, E. P. Zemskov, “Wave reflection in a reaction-diffusion system: Breathing patterns and attenuation of the echo”, Phys. Rev. E, 89:5 (2014)
M. A. Tsyganov, V. N. Biktashev, “Classification of wave regimes in excitable systems with linear cross diffusion”, Phys. Rev. E, 90:6 (2014)
Ibragimov N.H., “Construction of Conservation Laws Using Symmetries”, Similarity and Symmetry Methods: Applications in Elasticity and Mechanics of Materials, Lecture Notes in Applied and Computational Mechanics, 73, eds. Ganghoffer J., Mladenov I., Springer-Verlag Berlin, 2014, 61–164
Будянский А.В., “Моделирование сосуществования конкурирующих систем хишник–жертва в пространственно неоднородной области”, Известия высших учебных заведений. северо-кавказский регион. серия: естественные науки, 2013, № 1, 10–14
L.V.. Kalmykov, V.L.. Kalmykov, “Verification and reformulation of the competitive exclusion principle”, Chaos, Solitons & Fractals, 56 (2013), 124