About this title: This volume is devoted to the qualitative investigation of two-dimensional polynomial dynamical systems, and is aimed at solving Hilbert's Sixteenth Problem on the maximum number and relative position of limit cycles. The author presents a global bifurcation theory of such systems and suggests a new global approach to the study of limit cycle bifurcations. The obtained results can be applied to higher-dimensional dynamical systems and can be used for the global qualitative analysis of various mathematical models in mechanics, radioelectronics, in ecology and medicine. The book would be of ...
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Binding: Hardcover
Publisher: Springer
Date Published: 2003
ISBN-13:9781402075711ISBN:1402075715
Description: As New. 1402075715. May have light shelf wear and ink mark (remainder mark) on outer edge. SATISFACTION GUARANTEED! ; Mathematics and Its Applications; 0.67 x 9.76 x 6.22 Inches; 204 pages. read more
Binding: Hardcover
Publisher: Springer
Date Published: 2003
ISBN-13:9781402075711ISBN:1402075715
Description: New. 1402075715. NEW unread copy in as new condition, May have light shelf wear. Ships Within 24 Hours. SATISFACTION GUARANTEED! ; Mathematics and Its Applications; 0.67 x 9.76 x 6.22 Inches; 204 pages. read more
Binding: Hardback
Publisher: KLUWER ACADEMIC PUBL
Date Published: 2007
ISBN-13:9781402075711ISBN:1402075715
Description: New. This volume is devoted to the qualitative investigation of two-dimensional polynomial dynamical systems and is aimed at solving Hilbert's Sixteenth Problem on the maximum number and relative position of limit cycles. The author presents a global bifu... read more
Description: Fair. 1402075715 Shows heavy use, highlights/marks present, no missing pages. Hardcover. Used items may not include extras such as infotrac, CD or other web access codes. read more
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