## Adam Bobrowski

Currently, I am mostly interested in applying the theory of semigroups of operators in modelling biological phenomena, especially those of stochastic type. I am particularly pleased if such modelling involves interesting boundary conditions.

In the spring of 2020 I was awarded with the prestigeous Hugo Steinhaus Prize for Achievements in Applied Mathematics. See here or here.

A list of my papers may be found

here (Google Scholar)

and there (Research Gate)

(almost) everywhere (MathSciNet)

The list at Orcid seems to be complete.

PUBLISHED BOOKS

1. Translation of J.F.C Kingman’s “Poisson Processes” into Polish, Wydawnictwo PWN: Warsaw 2001. Can be bought for example here.

2. A. Bobrowski “Functional Analysis for Probability and Stochastic Processes”, Cambridge University Press, 2005. See e.g. here or here. Errata can be downloaded here.

3. J. Banasiak, A. Bobrowski and M. Lachowicz (Eds.) “Semigroups of Operators: Theory and Applications”, Springer Proceedings in Mathematics & Statistics, Vol. 113, Springer 2015. See e.g. here.

4. A. Bobrowski and M. Kimmel “An operator semigroup in mathematical genetics.” Springer, 2015. See e.g here.

5. A. Bobrowski “Functional Analysis One and a Half. An Essay on Completeness.” (In Polish.) Lublin University of Technology, 2015. This book is distributed free of charge and can be downloaded here.

6. A. Bobrowski, “Convergence of one-parameter operator semigroups. In models of

mathematical biology and elsewhere.” Cambridge University Press 2016. See e.g. here, or here. Or even at Walmart!

7. J. Banasiak, A. Bobrowski, M. Lachowicz and Y. Tomilov (Eds.) “Semigroups of Operators: Theory and Applications”, Springer Proceedings in Mathematics & Statistics, Vol. 325, Springer 2020. See e.g. here.

8. A. Bobrowski, “Generators of Markov chains”, Cambridge University Press 2020. Cambridge Studies in Advanced Mathematics 190. See e.g. here.