NONLOCAL REACTION–DIFFUSION MODELS OF HETEROGENEOUS WEALTH DISTRIBUTION ArticleBanerjee M., Petrovskii S.V., Volpert V.Mathematics. Том 9. 2021. С. 1-18
IMPROVING CANCER TREATMENTS VIA DYNAMICAL BIOPHYSICAL MODELS ArticleKuznetsov M., Clairambault J., Volpert V.Physics of Life Reviews. 2021.
VACCINATION IN A TWO-GROUP EPIDEMIC MODEL ArticleAniţa S., Banerjee M., Ghosh S., Volpert V.Applied Mathematics Letters. Том 119. 2021.
PATTERN FORMATION IN A THREE-SPECIES CYCLIC COMPETITION MODEL ArticleManna K., Volpert V., Banerjee M.Bulletin of Mathematical Biology. Том 83. 2021.
MULTIPHASE CONTINUUM MODELING OF THROMBOSIS IN ANEURYSMS AND RECIRCULATION ZONES ArticleBouchnita A., Belyaev A.V., Volpert V.Physics of Fluids. Том 33. 2021.
PATIENT-SPECIFIC MODELLING OF BLOOD COAGULATION ArticleRatto N., Bouchnita A., Chelle P., Marion M., Panteleev M., Nechipurenko D., Tardy-Poncet B., Volpert V.Bulletin of Mathematical Biology. Том 83. 2021.
BLOOD CLOTTING DECREASES PULMONARY CIRCULATION DURING THE CORONAVIRUS DISEASE ArticleMozokhina A., Bouchnita A., Volpert V.Mathematics. Том 9. 2021.
EPIDEMIC PROGRESSION AND VACCINATION IN A HETEROGENEOUS POPULATION. APPLICATION TO THE COVID-19 EPIDEMIC ArticleVolpert V., Banerjee M., Sharma S.Ecological Complexity. Том 47. 2021.
EXISTENCE AND DYNAMICS OF STRAINS IN A NONLOCAL REACTION-DIFFUSION MODEL OF VIRAL EVOLUTION ArticleBessonov N., Bocharov G., Meyerhans A., Popov V., Volpert V.SIAM Journal on Applied Mathematics. Том 81. 2021. С. 107-128
SOLVABILITY OF SOME INTEGRO-DIFFERENTIAL EQUATIONS WITH ANOMALOUS DIFFUSION AND TRANSPORT ArticleVougalter V., Volpert V.Analysis and Mathematical Physics. Том 11. 2021.
TURING INSTABILITY IN AN ECONOMIC-DEMOGRAPHIC DYNAMICAL SYSTEM MAY LEAD TO PATTERN FORMATION ON A GEOGRAPHICAL SCALE ArticleZincenko A., Petrovskii S., Volpert V., Banerjee M.JOURNAL OF THE ROYAL SOCIETY INTERFACE. Том 18. 2021.
MODELING THROMBUS SHELL: LINKING ADHESION RECEPTOR PROPERTIES AND MACROSCOPIC DYNAMICS ArticleKaneva V.N., Dunster J.L., Volpert V., Ataullahanov F., Panteleev M.A., Nechipurenko D.Y.Biophysical Journal. Том 120. 2021. С. 334-351
BIFURCATION SCENARIO OF TURING PATTERNS IN PREY-PREDATOR MODEL WITH NONLOCAL CONSUMPTION IN THE PREY DYNAMICS ArticleMukherjee N., Volpert V.Communications in Nonlinear Science and Numerical Simulation. Том 96. 2021.
EXISTENCE OF PULSES FOR A REACTION-DIFFUSION SYSTEM OF BLOOD COAGULATION ArticleRatto N., Marion M., Volpert V.Topological Methods in Nonlinear Analysis. Том 55. 2020. С. 141-167
PARTIAL HOMOGENIZATION OF THE DIFFUSION EQUATION WITH A DIRAC-LIKE POTENTIAL ArticleMahiout L.A., Panasenko G., Volpert V.International Journal for Multiscale Computational Engineering. Том 18. 2020. С. 507-518
EDITORIAL: MATHEMATICAL MODELING OF THE IMMUNE SYSTEM IN HOMEOSTASIS, INFECTION AND DISEASE ArticleBocharov G., Volpert V., Ludewig B., Meyerhans A.Frontiers in Immunology. Том 10. 2020.
CORTICAL STIMULATION IN APHASIA FOLLOWING ISCHEMIC STROKE: TOWARD MODEL-GUIDED ELECTRICAL NEUROMODULATION ArticleBeuter A., Balossier A., Vassal F., Hemm S., Volpert V.Biological Cybernetics. Том 114. 2020. С. 5-21
DYNAMICS OF SOLUTIONS OF A REACTION-DIFFUSION EQUATION WITH DELAYED INHIBITION ArticleTouaoula T.M., Frioui M.N., Bessonov N., Volpert V.Discrete and Continuous Dynamical Systems - Series B. Том 13. 2020. С. 2425-2442
SPATIO-TEMPORAL BAZYKIN'S MODEL WITH SPACE-TIME NONLOCALITY ArticlePal S., Banerjee M., Volpert V.Mathematical Biosciences and Engineering. Том 17. 2020. С. 4801-4824
A MATHEMATICAL MODEL TO QUANTIFY THE EFFECTS OF PLATELET COUNT, SHEAR RATE, AND INJURY SIZE ON THE INITIATION OF BLOOD COAGULATION UNDER VENOUS FLOW CONDITIONS ArticleBouchnita A., Terekhov K., Nony P., Vassilevski Y., Volpert V.PLoS ONE. Том 15. 2020.
NONLINEAR SPATIOTEMPORAL VIRAL INFECTION MODEL WITH CTL IMMUNITY: MATHEMATICAL ANALYSIS ArticleDanane J., Allali K., Tine L.M., Volpert V.Fiziolohichnyi zhurnal (Kiev, Ukraine : 1994). Том 8. 2020.
EXTENDED SEIQR TYPE MODEL FOR COVID-19 EPIDEMIC AND DATA ANALYSIS ArticleSharma S., Volpert V., Banerjee M.Mathematical biosciences and engineering : MBE. Том 17. 2020. С. 7562-7604
NONLOCAL REACTION-DIFFUSION MODEL OF VIRAL EVOLUTION: EMERGENCE OF VIRUS STRAINS ArticleBessonov N., Bocharov G., Meyerhans A., Popov V., Volpert V.Mathematics. Том 8. 2020.
ON A QUARANTINE MODEL OF CORONAVIRUS INFECTION AND DATA ANALYSIS ArticleVolpert V., Banerjee M., Petrovskii S.Mathematical Modelling of Natural Phenomena. Том 15. 2020.
WAVE PROPAGATION FOR A REDUCED MODEL OF BLOOD COAGULATION ArticleRatto N., Marion M., Volpert V.2017 SEMINAR ON SYSTEMS ANALYSIS. Том 31. 2020.
DYNAMICS OF A DIFFUSIVE TWO-PREY-ONE-PREDATOR MODEL WITH NONLOCAL INTRA-SPECIFIC COMPETITION FOR BOTH THE PREY SPECIES ArticleManna K., Volpert V., Banerjee M.Mathematics. Том 8. 2020.
PREY-PREDATOR MODEL WITH NONLOCAL AND GLOBAL CONSUMPTION IN THE PREY DYNAMICS ArticleBanerjee M., Mukherjee N., Volpert V.Discrete and Continuous Dynamical Systems - Series S. Том 13. 2020. С. 2109-2120
A MULTISCALE MODEL TO DESIGN THERAPEUTIC STRATEGIES THAT OVERCOME DRUG RESISTANCE TO TYROSINE KINASE INHIBITORS IN MULTIPLE MYELOMA ArticleBouchnita A., Volpert V., Koury M.J., Hellander A.Mathematical Biosciences. Том 319. 2020.
EXISTENCE OF SOLUTIONS FOR SOME NON-FREDHOLM INTEGRO-DIFFERENTIAL EQUATIONS WITH THE BI-LAPLACIAN ArticleVougalter V., Volpert V.Mathematical Methods in the Applied Sciences. 2020.
DYNAMICS OF CONVECTIVE THERMAL EXPLOSION IN POROUS MEDIA ArticleAllali K., Joundy Y., Taik A., Volpert V.International Journal of Bifurcation and Chaos. Том 30. 2020.
IMMUNO-EPIDEMIOLOGICAL MODEL OF TWO-STAGE EPIDEMIC GROWTH ArticleBanerjee M., Tokarev A., Volpert V.Mathematical Modelling of Natural Phenomena. Том 15. 2020.
GENOTYPE-DEPENDENT VIRUS DISTRIBUTION AND COMPETITION OF VIRUS STRAINS ArticleBessonov N., Bocharov G.A., Leon C., Popov V., Volpert V.Mathematics and Mechanics of Complex Systems. Том 8. 2020. С. 101-126
HOMOGENIZATION OF THE DIFFUSION EQUATION WITH A SINGULAR POTENTIAL FOR A MODEL OF A BIOLOGICAL CELL NETWORK ArticlePanasenko G., Volpert V., Ait Mahiout L.Zeitschrift fur Angewandte Mathematik und Physik. Том 71. 2020.
VIRUSES COMPETITION IN THE GENOTYPE SPACE ArticleLeon C., Popov V., Volpert V.2017 SEMINAR ON SYSTEMS ANALYSIS. Том 31. 2020.
NONLINEAR ANALYSIS OF PERIODIC WAVES IN A NEURAL FIELD MODEL ArticleBudzinskiy S., Beuter A., Volpert V.Chaos (Woodbury, N.Y.). Том 30. 2020.
EXISTENCE OF REACTION–DIFFUSION WAVES IN A MODEL OF IMMUNE RESPONSE ArticleVolpert V.Mediterranean Journal of Mathematics. Том 17. 2020.
DYNAMICS OF PERIODICWAVES IN A NEURAL FIELD MODEL ArticleBessonov N., Beuter A., Trofimchuk S., Volpert V.Mathematics. Том 8. 2020.
SPATIO-TEMPORAL GAMES OF VOLUNTARY VACCINATION IN THE ABSENCE OF THE INFECTION: THE INTERPLAY OF LOCAL VERSUS NON-LOCAL INFORMATION ABOUT VACCINE ADVERSE EVENTS ArticleLupica A., Manfredi P., Volpert V., Palumbo A., D'onofrio A.Mathematical Biosciences and Engineering. Том 17. 2020. С. 1090-1131
CORONAVIRUS - SCIENTIFIC INSIGHTS AND SOCIETAL ASPECTS ArticleVolpert V., Banerjee M., D'onofrio A., Lipniacki T., Petrovskii S., Tran V.C.Mathematical Modelling of Natural Phenomena. Том 15. 2020.
ИССЛЕДОВАНИЕ НЕЛИНЕЙНОЙ ДИНАМИКИ ПЕРИОДИЧЕСКИХ ВОЛН В МОДЕЛИ НЕЙРОННОГО ПОЛЯ ArticleБудзинский С.С., Beuter Anne, Вольперт В.А.Ломоносовские чтения. 2020. С. 41-42
STOCHASTIC INTRACELLULAR REGULATION CAN REMOVE OSCILLATIONS IN A MODEL OF TISSUE GROWTH ArticleBanerjee M., Volpert V.Mathematical Medicine and Biology. Том 37. 2020. С. 551-568
TRAVELING WAVES IN DELAYED REACTION-DIFFUSION EQUATIONS IN BIOLOGY ArticleTrofimchuk S., Volpert V.Mathematical Biosciences and Engineering. Том 17. 2020. С. 6487-6514
A MODEL OF CHRONIC INFLAMMATION IN ATHEROSCLEROSIS ArticleBezyaev V., Sadekov N., Volpert V.2017 SEMINAR ON SYSTEMS ANALYSIS. Том 31. 2020.
CLUSTERING OF THROMBIN GENERATION TEST DATA USING A REDUCED MATHEMATICAL MODEL OF BLOOD COAGULATION ArticleRatto N., Tokarev A., Chelle P., Tardy-Poncet B., Volpert V.Acta biotheoretica. 2019.
HYBRID MODELS IN BIOMEDICAL APPLICATIONS ArticleBessonov N.M., Bocharov G.A., Bouchnita A., Volpert V.A.Computer Research and Modeling. Том 11. 2019. С. 287-309
MATHEMATICAL MODELING REVEALS THAT THE ADMINISTRATION OF EGF CAN PROMOTE THE ELIMINATION OF LYMPH NODE METASTASES BY PD-1/PD-L1 BLOCKADE ArticleBenchaib M.A., Bouchnita A., Volpert V., Makhoute A.Frontiers in Bioengineering and Biotechnology. Том 7. 2019.
MATHEMATICAL MODELLING OF ATHEROSCLEROSIS ArticleEl Khatib N., Kafi O., Sequeira A., Simakov S., Vassilevski Y., Volpert V.Mathematical Modelling of Natural Phenomena. Том 14. 2019.
CORRIGENDUM: SPATIAL LYMPHOCYTE DYNAMICS IN LYMPH NODES PREDICTS THE CYTOTOXIC T CELL FREQUENCY NEEDED FOR HIV INFECTION CONTROL (FRONTIERS IN IMMUNOLOGY (2019) 10 (1213) DOI: 10.3389/FIMMU.2019.01213) ArticleGrebennikov D., Bocharov G., Volpert V., Bouchnita A., Bessonov N., Meyerhans A.Frontiers in Immunology. Том 10. 2019. 1538 с.
DELAY REACTION-DIFFUSION EQUATION FOR INFECTION DYNAMICS ArticleBessonov N., Bocharov G., Touaoula T.M., Trofimchuk S., Volpert V.Discrete and Continuous Dynamical Systems - Series B. Том 24. 2019. С. 2073-2091
MATHEMATICAL MODELING OF THROMBIN GENERATION AND WAVE PROPAGATION: FROM SIMPLE TO COMPLEX MODELS AND BACKWARDS ArticleTokarev A., Ratto N., Volpert V.TRENDS IN BIOMATHEMATICS: MATHEMATICAL MODELING FOR HEALTH, HARVESTING, AND POPULATION DYNAMICS. 2019. С. 1-22