Kanonìčna redukcìâ na kodotičnih simplektičnih mnogovidah ìz grupovoû dìêû ta na asocìjovanih golovnih rozšaruvannâh ìz zv'âznìstû — [Canonical reduction on cotangent symplectic manifolds with a group action and on associated principal fiber bundles with connection] / J. A. PRYKARPATSKY // Nelìnìjnì Kolivannâ = Nonlinear Oscillations ; ISSN 1562-3076. — 2006 t. 9 no. 1, s. 98–108. — Bibliogr. s. 108

Simplektičnij metod pobudovi ergodičnih mìr na ìnvarìantnih pìdmnogovidah neavtonomnih gamìl'tonovih sistem: Lagranževì mnogovidi, ïh struktura ta gomologìï Mazera — [Symplectic method of ergodic measures constructions on invariant manifolds of nonautonomous Hamiltonian systems: Lagrangian manifolds, their structure and J. Mather's homology] / J. A. PRYKARPATSKY // Ukraïns'kij Matematičnij Žurnal ; ISSN 1027-3190. — 2006 t. 58 no. 5, s. 675–691. — Bibliogr. s. 690–691

Symplectic method for the construction of ergodic measures on invariant submanifolds of nonautomous Hamiltonian systems : Lagrangian manifolds, their structure, and mather homologies / J. A. PRYKARPATSKY // Ukrainian Mathematical Journal ; ISSN 0041-5995. — 2006 vol. 58 no. 5, s. 763–778. — Bibliogr. s. 778. — tekst: https://goo.gl/W89M5r

The Delsarte-Darboux type binary transformations, their differential-geometric and operator structure with applications, Pt. 1 / Jarema A. PRYKARPATSKY, Anatoliy M. Samoilenko // Opuscula Mathematica ; ISSN 1232-9274. — Tytuł poprz.: Scientific Bulletins of Stanisław Staszic Academy of Mining and Metallurgy. Opuscula Mathematica. — 2006 vol. 26 no. 1, s. 137–150. — Bibliogr. s. 148–149, Abstr.. — tekst: http://journals-1bg-1agh-1edu-1pl-1ftlf1rjl0ebc.wbg2.bg.agh.edu.pl/OPUSCULA/26-1/26-1-10.pdf