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@article{377993, author = {Došlý, Ondřej and Pospíšil, Zdeněk}, article_location = {Poznan}, article_number = {32}, keywords = {symplectic difference system; hyperbolic system; recessive solution; hyperbolic transformation}, language = {eng}, issn = {0044-4413}, journal = {Fasciculi Mathematici}, title = {Hyperbolic Transformation and Hyperbolic Difference Systems}, volume = {2001}, year = {2001} }
TY - JOUR ID - 377993 AU - Došlý, Ondřej - Pospíšil, Zdeněk PY - 2001 TI - Hyperbolic Transformation and Hyperbolic Difference Systems JF - Fasciculi Mathematici VL - 2001 IS - 32 SP - 25 EP - 25 PB - Poznan University of Technology SN - 00444413 KW - symplectic difference system KW - hyperbolic system KW - recessive solution KW - hyperbolic transformation N2 - Transformations of hyperbolic difference systems z(k)=S(k)z(k) are investigated. It is shown that symplectic systems satisfying certain additional condition can be transformed (using transformation that preserves oscillation properties of transformed systems) into the so-called hyperbolic difference system. Basic properties of solutions of hyperbolic systems are established. ER -
DOŠLÝ, Ondřej a Zdeněk POSPÍŠIL. Hyperbolic Transformation and Hyperbolic Difference Systems. \textit{Fasciculi Mathematici}. Poznan: Poznan University of Technology, roč.~2001, č.~32, s.~25-48. ISSN~0044-4413. 2001.
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