Wykaz publikacji wybranego autora

Anatolij Prykarpatsky, prof. dr hab.

Wydział Matematyki Stosowanej
WMS-krr, Katedra Równań Różniczkowych

Identyfikatory Autora	Informacje o Autorze w systemach zewnętrznych
ORCID: 0000-0001-5124-5890 ResearcherID: brak Scopus: 57210368048	System Informacyjny AGH (SkOs)

Identyfikatory Autora

Informacje o Autorze w systemach zewnętrznych

ORCID: 0000-0001-5124-5890 orcid iD

ResearcherID: brak

Scopus: 57210368048

wydruk:

sortowanie:

1

A geometrical approach to quantum holonomic computing algorithms
A geometrical approach to quantum holonomic computing algorithms / K. PRYKARPATSKY, D. Blackmore, N. K. Prykarpatska // W: ECMI 2004 : the 13\textsuperscript{th} European Conference on Mathematics in Industry : June 21–25, 2004, Eindhoven, The Netherlands. — [The Netherlands : Technische Universiteit Eindhoven], [2004]. — S. 239–240

2

Lie-algebraic structure of (2+1)-dimensional Lax-type integrable nonlinear dynamical systems
Lie-algebraic structure of (2+1)-dimensional Lax-type integrable nonlinear dynamical systems — Lì-algebraïčna struktura (2+1)-vimìrnih ìntegrovnih za Laksom nelìnìjnih dinamìčnih sistem / A. K. PRYKARPATSKY, O. Ye. Hentosh // Ukraïns'kij Matematičnij Žurnal ; ISSN 1027-3190. — 2004 t. 56 no. 7, s. 939–946. — Bibliogr. s. 946

3

On the Liouville-Arnold integrable flows related with quantum algebras and their Poissonian representations
On the Liouville-Arnold integrable flows related with quantum algebras and their Poissonian representations / Anatoliy Samoilenko, Yarema PRYKARPATSKY, Denis Blackmore, Anatolij PRYKARPATSKY // W: The proceedings of Fifth international conference “Symmetry in nonlinear mathematical physics”, Pt. 3 / eds. A. G. Nikitin [et al.]. — Kyiv : IM, 2004. — (Proceedings of Institute of Mathematics of NAS of Ukraine ; vol. 50). — S. 1184–1191. — Bibliogr. s. 1191

4

Pro deâkij klas gradìêntnih dinamìčnih sistem, asocìjovanih z polìnomìa\^l'nim diskretnim rozpodìlom ìmovìrnostej
Pro deâkij klas gradìêntnih dinamìčnih sistem, asocìjovanih z polìnomìa\^l'nim diskretnim rozpodìlom ìmovìrnostej — On some class of gradient dynamic systems associated with polynomial discrete probability distribution / A. K. PRYKARPATSKY, O. Ê. Gentoš // Matematičnì Metodi ta Fìziko-Mehanìčnì Polâ = Mathematical Methods and Physicomechanical Fields ; ISSN 0130-9420. — Tytuł poprz.: Matematičeskie Metody i Fiziko-Mechaničeskie Polâ. — 2004 t. 47 no. 1, s. 68–72. — Bibliogr. s. 72

5

Quantum chaos and its testing
Quantum chaos and its testing / A. K. PRYKARPATSKY, V. V. Gafijchuk, M. M. Prytula // Theory of Stochastic Processes ; ISSN 0321-3900. — 2004 vol. 10 no. 3–4, s. 126–128. — Bibliogr. s. 128

6

Struktura bìnarnih peretvoren' tipu Darbu dlâ ermìtovo-sprâženih diferencìal'nih operatorìv
Struktura bìnarnih peretvoren' tipu Darbu dlâ ermìtovo-sprâženih diferencìal'nih operatorìv — Structure of binary Darboux-type transformations for Hermitian conjugated differential equations / A. K. PRYKARPATSKY, V. G. Samojlenko // Ukraïns'kij Matematičnij Žurnal ; ISSN 1027-3190. — 2004 t. 56 no. 2, s. 271–275. — Bibliogr. s. 275

7

Symplectic field theory approach to studying ergodic measures related with nonautonomous Hamiltonian systems
Symplectic field theory approach to studying ergodic measures related with nonautonomous Hamiltonian systems / Anatoliy K. PRYKARPATSKY // Zeszyty Naukowe Uniwersytetu Jagiellońskiego ; ISSN 0860-0120. Universitatis Iagellonicae Acta Mathematica ; ISSN 0860-0120. — 2004 fasc. 42, s. 123–138. — Bibliogr. s. 137–138, Abstr.

8

The Hodge theory of multidimensional Delsarte transmutation differential operators and its application for integrable nonlinear dynamical systems
The Hodge theory of multidimensional Delsarte transmutation differential operators and its application for integrable nonlinear dynamical systems / K. PRYKARPATSKY, D. Blackmore, J. A. PRYKARPATSKY // W: ECMI 2004 : the 13\textsuperscript{th} European Conference on Mathematics in Industry : June 21–25, 2004, Eindhoven, The Netherlands. — [The Netherlands : Technische Universiteit Eindhoven], [2004]. — S. 240. — Bibliogr. s. 240

9

The Hopf algebras and the Heisenberg-Weil coalgebra related integrable flows
The Hopf algebras and the Heisenberg-Weil coalgebra related integrable flows / A. K. PRYKARPATSKY, A. M. Samoilenko, D. L. Blackmore // Ukraïns'kij Matematičnij Žurnal ; ISSN 1027-3190. — 2004 t. 56 no. 1, s. 88–96. — Bibliogr. s. 96