POPRZEDNIE BADANIA NAUKOWE
METODY NUMERYCZNE, W TYM MECHNIKI DYSKRETNEJ, ROZWIĄZYWANIA ZAGADNIEŃ DYNAMICZNYCH,
W TYM ZAGADNIENIA N-CIAŁ (DO 2001 ROKU)
W TYM ZAGADNIENIA N-CIAŁ (DO 2001 ROKU)
2. (współautor: J. Albrycht) Orbit Calculations Nearby the Equilibrium Points by a Discrete Mechanics Method, Celestial Mechanics 24 (1981), 391 – 405.
3. (współautor: J. Albrycht) Discrete Dynamical Equations in Minkowski Space, International Journal of Theoretical Physics 20 (1981), 821 – 830.
4. Discrete Hill's Equations, Computer Methods in Applied Mechanics and Engineering 37 (1983), 15 – 24.
5. Discrete Mechanics of Arbitrary Order, Computer Methods in Applied Mechanics and Engineering 39 (1983), 159 – 178.
6. Discrete Mechanics and its Application to the Solution of the n-body Problem, Acta Applicandae Mathematicae 2 (1984), 185 – 207.
7. Energy Conserving Arbitrary Order Numerical Solutions of the n-body Problem, Numerische Mathematik 45 (1984), 207 – 218.
8. (współautor: J. Albrycht) Asymptotic Expansion of Total Discretization Error for the Discrete Mechanics Method, Annales Universitatis Mariae Curie-Skłodowska 38 (1984), 1 – 22.
9. Numerical Solutions of the N-body Problem, D. Reidel Publishing Co., Dordrecht 1985, pp. 242.
10. PL/I Program for Energu Conserving Arbitrary Order Numerical Solutions of the n-body Problem, Zeszyty Naukowe Akademii Ekonomicznej w Poznaniu, Zeszyt nr 132 „Papers on Numerical Methods and their Applications", Poznań 1985, 99 – 104.
11. A Variable Order Method for Solving the Planetary Type n-body Problem, Colloquia Mathematica Societatis Janos Bolyai 50 (1986), 307 – 325.
12. Arbitrary Order Numerical Solutions Conserving the Jacobi Constant in the Motion near by Equilibrium Points, Celestial Mechanics 40 (1987), 95 – 110.
13. Wybrane metody numeryczne rozwiązywania zagadnienia N ciał, seria Rozprawy, Nr 213, Wydawnictwo Politechniki Poznańskiej, Poznań 1989, stron 149.
14. (współautor: D. Greenspan) Arbitrary Order, Hamiltonian Conserving Numerical Solutions of Calogero and Toda Systems, Technical Report #267, Department of Mathematics, Research Center for Advanced Study, University of Texas at Arlington, Arlington 1990, pp. 39; wersja skrócona: Computer & Mathematics with Applications 22 (1991), 11 – 35.
15. (współautor: D. Greenspan) Energy Conserving Numerical Solutions of Simplified Turbulence Equations, Technical Report #269, Department of Mathematics, Research Center for Advanced Study, University of Texas at Arlington, Arlington 1990, pp. 18.
16. Arbitrary Order Numerical Solutions Conserving Constants of Motion, Fasciculi Mathematici 19 (1990), 161 – 173.
17. Arbitrary Order Numerical Methods Conserving Integrals for Solving Dynamical Equations, Computer & Mathematics with Applications 28 (1994), 33 – 44.
18. Using Polynomials of Variable Degrees for Solving the Relatiive N-Body Problem, Computational Methods in Science and Technology 7 (2) (2001), 47 – 63.
1. (współautor: J. Albrycht) Practical Remarks on Application of Urabe's Method to Orbit Computation in Celestial Mechanics, Acta Astronomica 29 (1979), 109 – 114.
