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@article{692252, author = {Baráková, Lenka}, article_number = {No. 11}, keywords = {Hopf bifurcation; limit cycle}, language = {eng}, issn = {0012-2661}, journal = {Differential Equations}, title = {Asymptotic properties of a three-dimensional dynamical system governing an inflation model}, volume = {Vol. 38}, year = {2002} }
TY - JOUR ID - 692252 AU - Baráková, Lenka PY - 2002 TI - Asymptotic properties of a three-dimensional dynamical system governing an inflation model JF - Differential Equations VL - Vol. 38 IS - No. 11 SP - 1667-1668 EP - 1667-1668 PB - Plenum Publishing Corporation SN - 00122661 KW - Hopf bifurcation KW - limit cycle N2 - Asymptotic Properties of a Three-Dimensional Dynamical System Governing an Inflation Model are studied. Conditions for global stability, positivelly invariant set and Hopf bifurcation are given. ER -
BARÁKOVÁ, Lenka. Asymptotic properties of a three-dimensional dynamical system governing an inflation model. \textit{Differential Equations}. Plenum Publishing Corporation, 2002, Vol. 38, No. 11, s.~1667-1668. ISSN~0012-2661.
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