Ph.D. students
- Adam Bobrowski, Degenerate Convergence of Semigroups of Linear Operators, Polish Academy of Sciences, Institute of Mathematics,1994;
- Tomasz Zamek-Gliszczyński, Duality in the Theory of One-Parameter Semigroups of Linear Operators, University of Warsaw, Institute of Mathematics,1979;
- Wojciech Chojnacki, On Banach Means and Their Vector-Valued Analogues, University of Warsaw, Institute of Mathematics,1979;
- Sławomir Tymowski, Cosine Operator Functions, University of Warsaw, Institute of Mathematics,1978;
- Jan Rusinek, On Integrability of Infinite-Dimensional Representations of Lie Algebras, University of Warsaw, Institute of Mathematics,1978;
- Andrzej Pokrzywa, The Spectra of Operators Approximating a Normal Operator, Polish Academy of Sciences, Institute of Mathematics,1976;
- Teresa Regińska, Approximate Methods of Solving a Boundary-Value Problem for an Ordinary Differential Equation in an Infinite Interval, Polish Academy of Sciences, Institute of Mathematics,1975;
- Zbigniew Świętochowski, Cauchy's Problem for a Certain Second-Order Differential Equation in a Hilbert Space and Its Applications to Partial Differential Equations, University of Warsaw, Institute of Mathematics,1974;
- Krzysztof Nowak, Approximation of Solutions to Linear Differential Equations in Banach Spaces by Difference Processes, Polish Academy of Sciences, Institute of Mathematics,1972;