Lebenslauf. Geburtsdatum:

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1 Lebenslauf Name: Haibo Ruan Geburtsdatum: Geburtsort: Hefei, China Staatsangehörigkeit: Deutschland Geschlecht: weiblich Arbeitsstelle: Fachbereich Mathematik Universität Hamburg Bundesstrasse Hamburg Anschrift: Hoheluftchaussee Hamburg Telefon: Homepage: Ausbildung: Stelle: , Nanjing University of Science and Technology, China Abschluss Bachelor , University of Alberta, Canada Abschluss PhD, Titel der Dissertation: A recent development of the equivariant degree methods and their applications in symmetric dynamical systems , Ludwig-Maximilians-Universität München, Master-Austausch seit 2008, Wissenschaftliche Mitarbeiterin (Postdoc), Universität Hamburg Forschungsgebiete Dynamische Systeme und Verzweigungen, Theorie und Methoden des äquivarianten Abbildungsgrads, Äquivariante Verzweigungen, Topologische Eingenschaften und Stabilitätsanalysis der verzweigenden Lösungen, gekoppelte Netzwerke und gekoppelte Dynamische Systeme, Synchronisierungsmuster und ihre Verzweigungen in gekoppelten Netzwerken. Schriftenverzeichnis (begutachtet) 1/7

2 Bücher Kapitel 8 und Abschnitt 10.6 in der Monographie Applied Equivariant Degree von Z. Balanov, W. Krawcewicz und H. Steinlein, AIMS, Artikel M.A.D. Aguiar and, Evolution of synchrony under combination of coupled cell networks, Nonlinearity 25 (2012) , A degree theory of coupled cell systems with quotient symmetries, Nonlinearity, 25 (2012) M. Aguiar and, Interior symmetries and real multiple eigenvalues for homogeneous networks, SIAM J. Appl. Dyn. Syst. 11, 1231 (2012)., Fixed points in absolutely irreducible real representations, the Illinois Journal of Mathematics, Volume 55, Number 4, Winter 2011, N. Hirano, W. Krawcewicz and, Existence of nonstationary periodic solutions for Γ-symmetric Lotka-Volterra type systems, Discrete Contin. Dyn. Syst-A, Vol. 30, No. 3, (2011) Z. Balanov, W. Krawcewicz and, Periodic solutions to O(2)-symmetric variational problems: O(2) S 1 -equivariant orthogonal degree approach, Contemporary Mathematics, 514 (2010), J. Fura, A. Go lȩbiewska and, Existence of nonstationary periodic solutions for Γ-symmetric asymptotically linear autonomous Newtonian systems with degeneracy, Rocky Moun. J. Mat., 40, No.3 (2010), and S. Rybicki, Applications of equivariant degree for gradient maps to symmetric Newtonian systems, Nonlinear Anal. TMA, 68 No.6 (2008) Z. Balanov, W. Krawcewicz, and, G. E. Hutchinson s delay logistic system with symmetries and spatial diffusion, Nonlinear Anal. RWA 9 (2008) Z. Balanov, W. Krawcewicz, and, Hopf bifurcation in a symmetric configuration of lossless transmission lines, Nonlinear Anal. RWA 8 (2007) , Chapter 8, Section 10.6, Chapter 13 in Applied Equivariant Degree, by Z. Balanov, W. Krawcewicz, and H. Steinlein, Vol 1, Diff. Eq. Dyn. Syst., AIMS, Z. Balanov, M. Farzamirad, W. Krawcewicz, and, Applied equivariant degree, part II: symmetric Hopf bifurcation for functional differential equations, Discrete Contin. Dyn. Syst. Ser. A 16 No. 4 (2006) /7

3 Z. Balanov, W. Krawcewicz, and, Applied equivariant degree, part I: an axiomatic approach to primary degree, Discrete Contin. Dyn. Syst. Ser. A 15 No. 3 (2006) Z. Balanov, W. Krawcewicz, and, Applied equivariant degree, part III: Global symmetric Hopf bifurcation for functional differential equations, Proc. Latv. Acad. Sci. Sec B Nat. Exact Appl. Sci. 59 No.6 (641) (2005) Schriftenverzeichnis (eingereicht) F. Atay and, Symmetry analysis of coupled scalar systems under time delay. M.A.D. Aguiar, A.P.S. Dias and, Synchrony and elementary operations on coupled cell networks. Lehrtätigkeit (Vorlesungen und Seminare) Dynamische Systeme, Universität Hamburg, Wintersemester 2013/14. Dynamische Systeme: Geometrische Theorie, Universität Hamburg, Wintersemester 2012/13. Bifurkationstheorie, Universität Hamburg, Sommersemester Seminar: ODEs, Networks and Applications in Neurobiology (mitbetreut bei Herrn Prof. Dr. Lauterbach), Universität Hamburg, Sommersemester Crash Course: Synchronization in Coupled Networks: Structure and Dynamics, Sommerschule: MathNanoSci When Mathematics Meets Nanosciences, University of L Aquila, Juni Dynamische Systeme, Universität Hamburg, Wintersemester 2011/12. Seminar: Graphentheorie, Universität Hamburg, Sommersemester Dynamische Systeme, Universität Hamburg, Wintersemester 2010/11. Einführung in die Theorie des Abbildungsgrads, Universität Hamburg, Sommersemester Intermediate Calculus II, University of Alberta, Spring Elementary Calculus I, University of Alberta, Spring /7

4 Lehrtätigkeit (Übungen) Dynamische Systeme, Universität Hamburg, Wintersemester 2013/14. Dynamische Systeme: Geometrische Theorie, Universität Hamburg, Wintersemester 2012/13. Bifurkationstheorie, Universität Hamburg, Sommersemester Dynamische Systeme, Universität Hamburg, Wintersemester 2011/12. Dynamische Systeme, Universität Hamburg, Wintersemester 2010/11. Einführung in die Theorie des Abbildungsgrads, Universität Hamburg, Sommersemester Differentialgleichungen und Dynamische Systeme, Universität Hamburg, Sommersemester Analysis und Differentialgleichungen, Technische Universität Hamburg-Harburg, Wintersemester 2008/09. Advanced Calculus III (Math209), University of Alberta, Fall Differential Equations (Math201), University of Alberta, Winter Elementary Calculus I (Math100), University of Alberta, Fall Intermediate Calculus II (Math101), University of Alberta, Winter Wissenschaftliche Aufenthalte , Max Planck Institute für Mathematik in Naturwissenschaften, bei Herrn Dr. Atay, Leipzig , Universidade do Porto, bei Frau Prof. Dr. Dias und Frau Prof. Dr. Aguiar, Porto, Portugal , Universidade do Porto, bei Frau Prof. Dr. Aguiar, Porto und , Uniwersytetu Miko laja Kopernika, bei Herrn Prof. Dr. Rybicki, Torun, Polen , Yokohama National University, bei Herrn Prof. Dr. Hirano, Yokohama, Japan. 4/7

5 Vorträge , AIMS Conference on Dynamical Systems and Differential Equations, Madrid, Spanien, Symmetry analysis of coupled scalar systems under time delay , Arbeitsgemeinschaft Dynamische Systeme des Instituts für Mechanik und Meerestechnik der TUHH, des DESY Hamburg und des Fachbereiches Mathematik der Universität Hamburg, DESY Hamburg, Synchrony-breaking bifurcations in coupled cell networks a viewpoint from symmetry , XXXII Dynamics Days Europe, Göteborg, Schweden, A degree theory of coupled cell systems with quotient symmetries , Universidade do Porto, Portugal, Coupled cell networks and equivariant dynamics , 32. Norddeutsches Kolloquium über Angewandte Analysis und Numerische Mathematik, Osnabrück, Synchrony-breaking bifurcations in coupled cell networks: a topological approach , The 4th Group Action Forum meeting: Topology and Analysis, Mailand, Italien, Fixed point subspaces in absolutely irreducible real representations , Universität Hamburg, Arbeitsgruppe Seminar, A recent development of the equivariant degree methods and their applications in symmetric dynamical systems , University of Alberta, AMI Seminar, Edmonton, Canada, Symmetric Hopf bifurcations in an n-species Hutchinson model , Topological Theory of Fixed and Periodic Points 2007, Bedlewo, Polen, Existence of nonstationary periodic solutions for Γ-symmetric asymptotically linear autonomous Newtonian systems with degeneracy , Beijing Institute of Technology, Beijing, China, On symmetric Hopf bifurcations in an ecological system , Uniwersytetu Miko laja Kopernika, Torun, Poland, Computation of Euler ring U(Γ S 1 ), degree for Γ S 1 -gradient maps and applications to Γ-symmetric Newtonian systems , Justus-Liebig-Universität, Giessen, Γ S 1 -equivariant degree for gradient maps and applications to variational problems with symmetries , Università degli Studi di Firenze, Florence, Twisted equivariant degree: symmetric classification of Hopf bifurcation in three models , Politecnico di Torino, Turin, Twisted equivariant degree: classification of symmetric Hopf bifurcation in three models. 5/7

6 , IX International Workshop for Young Mathematicians on Topology, Uniwersytet Jagielloński, Krakow, Polen, Applications of equivariant degree to Hopf bifurcation problems in three types of models , International Conference Devoted to Centenary of Academician F.D. Gakhov: Analytic Methods of Analysis and Differential Equations, Minsk, Weißrussland, Applications of equivariant degree to Hopf bifurcation problems in lossless transmission lines model , Topological and Variational Methods in Partial Differential Equations, CIMAT Guanajuato, Mexiko, Applied equivariant degree: symmetric Hopf bifurcation problems in functional differential equations , University of Calgary, AMAT Seminar, Calgary, Kanada, Application of equivariant degree theory to symmetric Hopf bifurcation problems , University of Alberta, Differential Equation Seminar, Edmonton, Kanada, Application of equivariant degree theory to symmetric Hopf bifurcation problems in FDEs , University of Alberta, The 26-th Midwest-Pacific Differential Equations Conference, Edmonton, Kanada, Applications of equivariant degree theory to symmetric Hopf bifurcation problems , Connecting Women in Mathematics Across Canada, Banff International Research Station, Banff, Kanada, Applied equivariant degree: an axiomatic approach , Alberta Young Researchers Conference, University of Calgary, Calgary, Kanada, An axiomatic approach to the primary equivariant degree , Alberta Topology Seminar, University of Calgary, Calgary, Kanada, Axiomatic approach to the S 1 -degree. Drittmittel, Preise und Auszeichnungen , DFG-Drittmittelprojekt: Entstehung der Synchronisation in Gekoppelten Dynamischen Systemen: Einfluss der Netzwerktoplogie und der Zeitverzögerung, DFG RU 1748/ , DFG-Drittmittelprojekt: Degree, Equivariant Dynamics and Synchrony- Breaking Bifurcations, DFG LA 525/ , Izaak Walton Killam Memorial Scholarship, University of Alberta. 6/7

7 , Graduate Research in Germany Travel Award, Ludwig-Maximilians- Universität München , Josephine M. Mitchell Graduate Scholarship, University of Alberta , German Tuition Award, University of Alberta , J Gordin Kaplan Graduate Student Award, University of Alberta , FS. Chia PhD Scholarship, University of Alberta. 7/7