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Feodor M. Pen'kov
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All published works
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Title
Year
Authors
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Mathematical model of COVID-19 pandemic based on a retarded differential equation
2021
Vladimir L. Derbov
S. I. Vinitsky
А. А. Гусев
Feodor M. Pen'kov
P. M. Krassovitskiy
Galmandakh Chuluunbaatar
Common Coauthors
Coauthor
Papers Together
Galmandakh Chuluunbaatar
1
S. I. Vinitsky
1
Vladimir L. Derbov
1
P. M. Krassovitskiy
1
А. А. Гусев
1
Commonly Cited References
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Title
Year
Authors
# of times referenced
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PDF
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An application of the theory of probabilities to the study of a priori pathometry.—Part I
1916
Ronald Ross
1
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Retarded differential equations
2000
Christopher Baker
1
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Mathematical prediction of the time evolution of the COVID-19 pandemic in Italy by a Gauss error function and Monte Carlo simulations
2020
Ignazio Ciufolini
Antonio Paolozzi
1
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Modeling projections for COVID-19 pandemic by combining epidemiological, statistical, and neural network approaches
2020
Steffen Uhlig
Kapil Nichani
Carsten Uhlig
Kirsten Simon
1
+
A novel deterministic forecast model for COVID-19 epidemic based on a single ordinary integro-differential equation
2020
Felix Rieper
Claudius H. F. Röhl
Enrico De Micheli
1
+
PDF
Chat
A novel deterministic forecast model for the Covid-19 epidemic based on a single ordinary integro-differential equation
2020
Felix Rieper
Claudius H. F. Röhl
Enrico De Micheli
1
+
PDF
Chat
Solvable delay model for epidemic spreading: the case of Covid-19 in Italy
2020
Luca Dell’Anna
1