Patsiuk Oleksii
Publications
1. Patsiuk Ξ. Sets of Ja-self-adjoint extensions of symmetric operators and their properties // Visn., Mat. Mekh., Kyïv. Univ. Im. Tarasa Shevchenka. 2011. Issue 25. P. 14-17 [in Ukrainian].
2. Kuzhel S., Patsiuk O. On the interpretation of PT-symmetric operators as self-adjoint ones in the Krein spaces // Zb. Pr. Inst. Mat. NAN Ukr. V. 8, Issue 1. Κyiv, 2011. P. 111-127 [in Ukrainian].
3. Kuzhel' S. O., Patsyuck O. M. On the theory of PT-symmetric operators // Ukr. Math. J. 2012. V. 64, Issue 1. P. 35-55.
4. Kuzhel S., Patsyuck O. On self-adjoint operators in Krein spaces constructed by Clifford algebra Cl2 // Opuscula Mathematica. 2012. V. 32, Ή 2. P. 297-316.
5. Patsyuck O. M. On stable C-symmetries for a class of PT-symmetric operators // Methods Funct. Anal. Topol. 2013. V. 19, Ή 1. P. 73-79.
6. Patsiuk O. Lie group classification and exact solutions of the generalized Kompaneets equations // Electron. J. Diff. Equ. 2015. V. 2015, No. 112. P. 1-15.
7. Kovalenko S., Patsiuk O. Symmetry reduction and exact solutions of the non-linear BlackScholes equation // arXiv:1512.06151. 2015. 10 p.
2. Kuzhel S., Patsiuk O. On the interpretation of PT-symmetric operators as self-adjoint ones in the Krein spaces // Zb. Pr. Inst. Mat. NAN Ukr. V. 8, Issue 1. Κyiv, 2011. P. 111-127 [in Ukrainian].
3. Kuzhel' S. O., Patsyuck O. M. On the theory of PT-symmetric operators // Ukr. Math. J. 2012. V. 64, Issue 1. P. 35-55.
4. Kuzhel S., Patsyuck O. On self-adjoint operators in Krein spaces constructed by Clifford algebra Cl2 // Opuscula Mathematica. 2012. V. 32, Ή 2. P. 297-316.
5. Patsyuck O. M. On stable C-symmetries for a class of PT-symmetric operators // Methods Funct. Anal. Topol. 2013. V. 19, Ή 1. P. 73-79.
6. Patsiuk O. Lie group classification and exact solutions of the generalized Kompaneets equations // Electron. J. Diff. Equ. 2015. V. 2015, No. 112. P. 1-15.
7. Kovalenko S., Patsiuk O. Symmetry reduction and exact solutions of the non-linear BlackScholes equation // arXiv:1512.06151. 2015. 10 p.