MATHEMATICAL MODELLING OF ATHEROSCLEROSIS ArticleEl Khatib N., Kafi O., Sequeira A., Simakov S., Vassilevski Y., Volpert V.Mathematical Modelling of Natural Phenomena. Vol. 14. 2019.
A MODEL OF CHRONIC INFL IN ATHEROSCLEROSIS ArticleBezyaev V., Sadekov N., Volpert V.Mathematical modelling in biomedicine. 2019. 19 p..
MULTISCALE MODELLING OF PLATET-FIBRIN THROMBUS GROWTH IN THE FLOW ArticleBouchnita Anass, Volpert VitalyMathematical modelling in biomedicine. 2019. 22 p..
ON MATHEMATICAL MODELING OF ATHEROSCLEROSIS AS AN INFLAMMATORY DISEASE ArticleBezyaev Vladimir, Volpert Vitaly, Sadekov NailСборник материалов международной конференции КРОМШ-2019 " XXX Крымская Осенняя Математическая Школа-симпозиум по спектральным и эволюционным задачам". 2019. P.. 242-243
REACTION-DIFFUSSION MODEL OF VIRUS MUTATION ArticleAtupana M.L., Popov V., Volpert V.Mathematical modelling in biomedicine. 2019. 62 p..
STOCHASTIC MODEL OF THE ARTERIAL THROMBUS SHELL ArticleКанева В.Н., Атауллаханов Ф.И., Пантелеев М.А., Вольперт В.А., Нечипуренко Д.Ю.VI СЪЕЗД БИОФИЗИКОВ РОССИИ. 2019. P.. 297-297
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. Vol. 10. 2019. 1538 p..
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. P.. 1-22
SPATIAL LYMPHOCYTE DYNAMICS IN LYMPH NODES PREDICTS THE CYTOTOXIC T CELL FREQUENCY NEEDED FOR HIV INFECTION CONTROL ArticleGrebennikov D., Bouchnita A., Volpert V., Bessonov N., Meyerhans A., Bocharov G.Frontiers in Immunology. Vol. 10. 2019.
SPATIAL LYMPHOCYTE DYNAMICS IN LYMPH NODES PREDICTS THE CYTOTOXIC T CELL FREQUENCY NEEDED FOR HIV INFECTION CONTROL (VOL 10, 1213, 2019) ArticleGrebennikov D., Bouchnita A., Volpert V., Bessonov N., Meyerhans A., Bocharov G.Frontiers in Immunology. Vol. 10. 2019.
INTERPLAY BETWEEN REACTION AND DIFFUSION PROCESSES IN GOVERNING THE DYNAMICS OF VIRUS INFECTIONS ArticleBocharov G., Meyerhans A., Bessonov N., Trofimchuk S., Volpert V.Journal of Theoretical Biology. Vol. 457. 2018. P.. 221-236
INITIATION OF REACTION–DIFFUSION WAVES OF BLOOD COAGULATION ArticleGalochkina T., Marion M., Volpert V.Physica D: Nonlinear Phenomena. Vol. 376-377. 2018. P.. 160-170
MATHEMATICAL IMMUNOLOGY OF VIRUS INFECTIONS MonographBocharov G., Volpert V., Ludewig B., Meyerhans A.Springer International Publishing. 2018. 244 p..
SOLVABILITY IN THE SENSE OF SEQUENCES FOR SOME NON FREDHOLM OPERATORS RELATED TO THE SUPERDIFFUSION ArticleVougalter V., Volpert V.Journal of Pseudo-Differential Operators and Applications. Vol. 9. 2018. P.. 25-46
TRAVELING WAVES FOR A BISTABLE REACTION-DIFFUSION EQUATION WITH DELAY ArticleTrofimchuk S., Volpert V.SIAM Journal on Mathematical Analysis. Vol. 50. 2018. P.. 1175-1190