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\'e2\'b3\'e4\'ee\'e1\'f0\'e0\'e6\'e5\'ed\'fc. \par }\pard \qj\sl360\slmult1\widctlpar {\f53\fs24\lang1033 \par }\pard \qc\sl360\slmult1\widctlpar {\b\fs24 \'d1\'cf\'c8\'d1\'ce\'ca \'ce\'cf\'d3\'c1\'cb\'b2\'ca\'ce\'c2\'c0\'cd\'c8\'d5 \'c0\'c2\'d2\'ce\'d0\'ce\'cc \'cf\'d0\'c0\'d6\'dc }{\b\f53\fs24\lang1033 \par }{\b\fs24 \'c7\'c0 \'d2\'c5\'cc\'ce\'de \'c4\'c8\'d1\'c5\'d0\'d2\'c0\'d6\'b2\'af}{\fs24 \par {\pntext\pard\plain 1.\tab}}\pard \qj\fi-360\li360\sl360\slmult1\widctlpar{\*\pn \pnlvlbody\pndec\pnstart1\pnindent360\pnhang{\pntxta .}}{\i\fs24 Maistrenko Yu.L., Maistrenko V.L., Vikul S.I. and Chua L.O.}{\i\f53\fs24\lang1033 }{\fs24 Bifurcations}{ \f53\fs24\lang1033 }{\fs24 of Attracting Cycles from Time-Delayed Chua's Circuit // Int. J. Bifurcation}{\f53\fs24\lang1033 }{\fs24 and Chaos. -- 1995. -- }{\b\fs24 5}{\fs24 , No. 3. -- P.653-671. \par {\pntext\pard\plain 2.\tab}}\pard \qj\fi-360\li360\sl360\slmult1\widctlpar{\*\pn \pnlvlbody\pndec\pnstart1\pnindent360\pnhang{\pntxta .}}{\i\fs24 Maistrenko Yu.L., Maistrenko V.L. and Vikul S.I.}{\i\f53\fs24\lang1033 }{\fs24 Bifurcations of attracting cycles of piecewise linear interval maps //}{\f53\fs24\lang1033 }{\fs24 J. Technical Physics. -- 1996. -- }{\b\fs24 37}{\fs24 , No 3-4. -- P.367-370. \par {\pntext\pard\plain 3.\tab}}\pard \qc\sl360\slmult1\widctlpar{\*\pn \pnlvlbody\pndec\pnstart1\pnindent360\pnhang{\pntxta .}}{\i\fs24 Maistrenko Yu.L., Maistrenko V.L. and Vikul S.I}{\i\f53\fs24\lang1033 . }{\fs24 On Period-adding Sequences of Attracting Cycles in Piecewise Linear Maps //}{\f53\fs24\lang1033 }{\fs24 Chaos, Solitons \\& Fractals. -- 1998. -- }{\b\fs24 9}{\fs24 , No 1/2. -- P.67-75.\page }{\f53\fs24\lang1033 16}{\fs24 \par {\pntext\tab}}\pard \qj\sl360\slmult1\widctlpar{\*\pn \pnlvlcont\pndec\pnstart1\pnindent360\pnhang{\pntxta .}}{\fs24 \par {\pntext\pard\plain 4.\tab}}\pard \qj\fi-360\li360\sl360\slmult1\widctlpar{\*\pn \pnlvlbody\pndec\pnstart1\pnindent360\pnhang{\pntxta .}}{\i\fs24 Maistrenko Yu.L., Maistrenko V.L. and Popovych S.I.}{\i\f53\fs24\lang1033 }{\fs24 On "unimodal}{ \f53\fs24\lang1033 -}{\fs24 bimodal" bifurcation in a family piecewise linear maps //}{\f53\fs24\lang1033 }{\fs24 \'cd\'e5\'eb\'b3\'ed\'b3\'e9\'ed\'b3 \'ea\'ee\'eb\'e8\'e2\'e0\'ed\'ed\'ff. -- 1998. -- No 2. -- \'d1.29-38. \par {\pntext\pard\plain 5.\tab}}\pard \qj\fi-360\li360\sl360\slmult1\widctlpar{\*\pn \pnlvlbody\pndec\pnstart1\pnindent360\pnhang{\pntxta .}}{\i\fs24 \'cc\'e0\'e9\'f1\'f2\'f0\'e5\'ed\'ea\'ee \'de.\'cb., \'cf\'ee\'ef\'ee\'e2\'e8\'f7 \'d1.\'b2.}{\fs24 \'d0\'b3 \'e7\'ed\'b3 \'f2\'e8\'ef\'e8 \'f1\'f2\'b3\'e9\'ea\'ee\'f1\'f2\'b3 \'e2 \'f1\'e8\'f1\'f2\'e5\'ec\'b3 \'e4\'e2\'ee\'f5}{\f53\fs24\lang1033 }{\fs24 \'e7\'e2'\'ff\'e7\'e0\'ed\'e8\'f5 \'f0\'b3\'e7\'ed\'e8\'f6\'e5\'e2\'e8\'f5 \'f0\'b3\'e2\'ed\'ff\'ed\'fc // \'c2\'b3\'f1\'ed\'e8\'ea \'ca\'e8\'bf\'e2\'f1\'fc\'ea\'ee\'e3\'ee \'f3\'ed\'b3\'e2\'e5\'f0\'f1\'e8\'f2\'e5\'f2\'f3.}{\f53\fs24\lang1033 }{\fs24 \'d1\'e5\'f0\'b3\'ff \'f4\'b3\'e7\'e8\'ea\'ee-\'ec\'e0\'f2\'e5\'ec\'e0\'f2\'e8\'f7\'ed\'e8\'f5 \'ed\'e0\'f3 \'ea. -- 2000. --}{\f53\fs24\lang1033 }{\fs24 N 2. -- C. 84-90. \par {\pntext\pard\plain 6.\tab}}\pard \qj\fi-360\li360\sl360\slmult1\widctlpar{\*\pn \pnlvlbody\pndec\pnstart1\pnindent360\pnhang{\pntxta .}}{\i\fs24 Maistrenko Yu.L., Maistrenko V.L. and Vikul S.I.}{\i\f53\fs24\lang1033 }{\fs24 Transition from unimodal to bimodal map in one-dimensional piecewise}{\f53\fs24\lang1033 }{\fs24 linear models //}{\f53\fs24\lang1033 }{\fs24 Proceeding of the Intern. Conf. "Nonlinearity, bifurcation and chaos:}{\f53\fs24\lang1033 }{\fs24 the doors to the future".--}{\f53\fs24\lang1033 }{\fs24 Lodz-Dobieszkow, Poland. -- 1996. -- P.173-179. \par {\pntext\pard\plain 7.\tab}}\pard \qj\fi-360\li360\sl360\slmult1\widctlpar{\*\pn \pnlvlbody\pndec\pnstart1\pnindent360\pnhang{\pntxta .}}{\i\fs24 Maistrenko Yu.L., Maistrenko V.L. and Vikul S.I.}{\i\f53\fs24\lang1033 }{\fs24 Regions of synchronization and their destructions}{\f53\fs24\lang1033 }{\fs24 for piecewise linear maps // Abstracts Intern. Conf. "Nonlinear differential}{\f53\fs24\lang1033 }{\fs24 equations". -- Kiev. -- 1995. -- P.107. \par {\pntext\pard\plain 8.\tab}}{\i\fs24 Maistrenko Yu.L., Maistrenko V.L. and Vikul S.I.}{\i\f53\fs24\lang1033 }{\fs24 Unimodal-bimodal" bifurcations for one-dimensional piecewise linear maps //}{\f53\fs24\lang1033 }{\fs24 Abstracts Intern. Conf. "Contemporary problems in theory of dynamical systems".--}{\f53\fs24\lang1033 }{\fs24 Nizhny Novgorod, Russia. -- 1996. -- P.35. \par {\pntext\pard\plain 9.\tab}}\pard \qj\fi-360\li360\sl360\slmult1\widctlpar{\*\pn \pnlvlbody\pndec\pnstart1\pnindent360\pnhang{\pntxta .}}{\i\fs24 Vikul S.I.}{\fs24 Period adding cascades due to "unimodal-bimodal"}{\f53\fs24\lang1033 }{\fs24 bifurcation"// Abstracts Intern. Conf. "Applied chaotic systems". --}{\f53\fs24\lang1033 }{\fs24 Inowlodz/Lodz, Poland. -- 1996. -- P.25. \par }\pard \qj\sl360\slmult1\widctlpar {\fs24 \par }\pard \qj\fi708\sl360\slmult1\widctlpar {\fs24 \'cf\'ee\'ef\'ee\'e2\'e8\'f7 C.\'b2. \'c0\'f1\'e8\'ec\'ef\'f2\'ee\'f2\'e8\'f7\'ed\'e0 \'ef\'ee\'e2\'e5\'e4\'b3\'ed\'ea\'e0 \'f2\'e0 \'f1\'f2\'b3\'e9\'ea\'b3\'f1\'f2\'fc \'f0\'ee\'e7\'e2'\'ff\'e7\'ea\'b3\'e2} {\f53\fs24\lang1033 }{\fs24 \'e4\'e5\'ff\'ea\'e8\'f5 \'ea\'eb\'e0\'f1\'b3\'e2 \'ea\'f3\'f1\'ea\'ee\'e2\'ee-\'eb\'b3\'ed\'b3\'e9\'ed\'e8\'f5 \'f0\'b3\'e7\'ed\'e8\'f6\'e5\'e2\'e8\'f5 \'f0\'b3\'e2\'ed\'ff\'ed\'fc. -- \'d0\'f3\'ea\'ee\'ef\'e8\'f1. \par }\pard \qj\fi708\sl360\slmult1\widctlpar {\fs24 \'c4\'e8\'f1\'e5\'f0\'f2\'e0\'f6\'b3\'ff \'ed\'e0 \'e7\'e4\'ee\'e1\'f3\'f2\'f2\'ff \'ed\'e0\'f3\'ea\'ee\'e2\'ee\'e3\'ee \'f1\'f2\'f3\'ef\'e5\'ed\'ff \'ea\'e0\'ed\'e4\'e8\'e4\'e0\'f2\'e0}{\f53\fs24\lang1033 }{\fs24 \'f4\'b3\'e7\'e8\'ea\'ee-\'ec\'e0\'f2\'e5\'ec\'e0\'f2\'e8\'f7\'ed\'e8\'f5 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\qc\fi708\sl360\slmult1\widctlpar {\f53\fs24\lang1033 \page 17 \par }\pard \qj\sl360\slmult1\widctlpar {\f53\fs24\lang1033 \par }\pard \qj\sl360\slmult1\widctlpar {\fs24 \'ed\'e8\'f5 \'e2\'b3\'e4\'ee\'e1\'f0\'e0\'e6\'e5\'ed\'fc.}{\f53\fs24\lang1033 }{\fs24 \'c4\'eb\'ff \'f1\'e8\'ed\'f5\'f0\'ee\'ed\'b3\'e7\'f3\'fe\'f7\'ee\'bf \'f5\'e0\'ee\'f2\'e8\'f7\'ed\'ee\'bf \'ec\'ed\'ee\'e6 \'e8\'ed\'e8}{\f53\fs24\lang1033 }{\fs24 \'f3 \'ef\'f0\'ee\'f1\'f2\'ee\'f0\'b3 \'ef\'e0\'f0\'e0\'ec\'e5\'f2\'f0\'b3\'e2 \'e7\'ed\'e0\'e9\'e4\'e5\'ed\'ee \'ee\'e1\'eb\'e0\'f1\'f2\'b3 \'e0\'f1\'e8\'ec\'ef\'f2\'ee\'f2\'e8\'f7\'ed\'ee\'bf}{ \f53\fs24\lang1033 }{\fs24 \'f1\'f2\'b3\'e9\'ea\'ee\'f1\'f2\'b3 \'e7\'e0 \'cb\'ff\'ef\'f3\'ed\'ee\'e2\'e8\'ec, \'f1\'f2\'b3\'e9\'ea\'ee\'f1\'f2\'b3 \'e7\'e0 \'cc\'b3\'eb\'ed\'ee\'f0\'ee\'ec, \'ed\'e5\'f1\'f2\'b3\'e9\'ea\'ee\'f1\'f2\'b3 \'e7\'e0 \'cc\'b3 \'eb\'ed\'ee\'f0\'ee\'ec}{\f53\fs24\lang1033 }{\fs24 \'f2\'e0 \'f1\'e8\'eb\'fc\'ed\'ee\'bf 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\qj\fi708\sl360\slmult1\widctlpar {\fs24 \'cf\'ee\'ef\'ee\'e2\'e8\'f7 \'d1.\'c8. \'c0\'f1\'e8\'ec\'ef\'f2\'ee\'f2\'e8\'f7\'e5\'f1\'ea\'ee\'e5 \'ef\'ee\'e2\'e5\'e4\'e5\'ed\'e8\'e5 \'e8 \'f3\'f1\'f2\'ee\'e9\'f7\'e8\'e2\'ee\'f1\'f2\'fc \'f0\'e5\'f8 \'e5\'ed\'e8\'e9}{\f53\fs24\lang1033 }{\fs24 \'ed\'e5\'ea\'ee\'f2\'ee\'f0\'fb\'f5 \'ea\'eb\'e0\'f1\'f1\'ee\'e2 \'ea\'f3\'f1\'ee\'f7\'ed\'ee-\'eb\'e8\'ed\'e5\'e9\'ed\'fb\'f5 \'f0\'e0\'e7\'ed\'ee\'f1\'f2\'ed\'fb\'f5 \'f3\'f0\'e0\'e2\'ed\'e5\'ed\'e8\'e9 . -- \'d0\'f3\'ea\'ee\'ef\'e8\'f1\'fc. \par }\pard \qj\fi708\sl360\slmult1\widctlpar {\fs24 \'c4\'e8\'f1\'f1\'e5\'f0\'f2\'e0\'f6\'e8\'ff \'ed\'e0 \'f1\'ee\'e8\'f1\'ea\'e0\'ed\'e8\'e5 \'f3\'f7\'e5\'ed\'ee\'e9 \'f1\'f2\'e5\'ef\'e5\'ed\'e8 \'ea\'e0\'ed\'e4\'e8\'e4\'e0\'f2\'e0}{\f53\fs24\lang1033 }{ \fs24 \'f4\'e8\'e7\'e8\'ea\'ee-\'ec\'e0\'f2\'e5\'ec\'e0\'f2\'e8\'f7\'e5\'f1\'ea\'e8\'f5 \'ed\'e0\'f3\'ea \'ef\'ee \'f1\'ef\'e5\'f6\'e8\'e0\'eb\'fc\'ed\'ee\'f1\'f2\'e8 01.01.02 }{\f53\fs24\lang1033 \emdash 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\qj\fi708\sl360\slmult1\widctlpar {\fs24 Popovych S.I. Asymptotic behavior and stability of solutions}{\f53\fs24\lang1033 }{\fs24 of certain classes of piecewise linear difference equations.- Manuscript. \par Thesis for candidate degree by}{\f53\fs24\lang1033 }{\fs24 speciality 01.01.02 -- differential equations.- The Institute of}{\f53\fs24\lang1033 }{\fs24 Mathematics, National Academy of Sciences of Ukraine, Kyiv, 2000. \par }\pard \qj\fi708\sl360\slmult1\widctlpar {\fs24 In the thesis, stability theorems are proved for systems of}{\f53\fs24\lang1033 }{\fs24 nonlinearly coupled unimodal and bimodal}{\f53\fs24\lang1033 }{\fs24 piecewise linear one-dimensional maps.}{ \f53\fs24\lang1033 }{\fs24 In the parameter space, regions of the}{\f53\fs24\lang1033 }{\fs24 Lyapunov asymptotic stability, Milnor stability, Milnor instability,}{\f53\fs24\lang1033 }{\fs24 and strong instability for a chaotic synchronized set}{ \f53\fs24\lang1033 }{\fs24 are found. The bifurcations of riddling and blowout and}{\f53\fs24\lang1033 }{\fs24 bifurcation of transition to chaotic saddle are investigated.}{\f53\fs24\lang1033 }{\fs24 \par }\pard \qj\fi708\sl360\slmult1\widctlpar {\fs24 Key words: piecewise linear map, chaotic synchronization,}{\f53\fs24\lang1033 }{\fs24 Lyapunov asymptotic stability, Milnor stability.\tab \page \par }\pard \qj\fi708\sl360\slmult1\widctlpar {\fs24 \par \par \par \par \par \par \par \par \par \par \par \par \par \par \par \par \par \par \par \par \par \par \par \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash - \par }\pard \qj\fi708\sl360\slmult1\widctlpar {\fs24\lang1058 \'cf\'b3\'e4\'ef. \'e4\'ee \'e4\'f0\'f3\'ea\'f3 22.11.2000. \'d4\'ee\'f0\'ec\'e0\'f2 60\'f590}{\f53\fs24\lang1033 /13.}{\fs24 \'cf\'e0\'ef}{\fs24\lang1058 \'b3\'f0 \'e4\'f0\'f3\'ea. \'ce\'f4\'f1. \'e4\'f0\'f3\'ea. \par }\pard \qj\fi708\sl360\slmult1\widctlpar {\fs24\lang1058 \'d3\'ec. \'e4\'f0\'f3\'ea. \'e0\'f0\'ea. 1,39. \'d3\'ec. \'f4\'e0\'f0\'e1\'ee-\'e2\'b3\'e4\'e1. 1,39. \'ce\'e1\'eb.-\'e2\'e8\'e4. \'e0\'f0\'ea. 1,0. \par }{\fs24 \'d2\'e8\'f0\'e0\'e6 100 \'ef\'f0. \'c7\'e0\'ec. 181. \'c1\'e5\'f1\'ea\'ee\'f8\'f2\'ee\'e2\'ed\'ee. \par \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash - \par \'c2\'b3\'e4\'e4\'f0\'f3\'ea\'ee\'e2\'e0\'ed\'ee \'e2 \'b2\'ed\'f1\'f2\'e8\'f2\'f3\'f2\'b3 \'ec\'e0\'f2\'e5\'ec\'e0\'f2\'e8\'ea\'e8 \'cd\'c0\'cd \'d3\'ea\'f0\'e0\'bf\'ed\'e8 \par 01601 \'ca\'e8\'bf\'e2 4, \'cc\'d1\'cf, \'e2\'f3\'eb. \'d2\'e5\'f0\'e5\'f9\'e5\'ed\'ea\'b3\'e2\'f1\'fc\'ea\'e0, 3 \par \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash \emdash - \par \par }}