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1. Nonautonomous dynamical systems
by Kloeden, Peter E and Rasmussen, Martin, 1975
2011, Mathematical surveys and monographs, ISBN 9780821868713, Volume 176, viii, 264
Ergodic theory | Dynamics | Stability
Book
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2. Complex dynamics of glass-forming liquids
: a mode-coupling theory
by Götze, Wolfgang
2009, International Series of Monographs on Physics, ISBN 9780199235346, Volume 9780199235346, xi, 641
The book presents a self-contained exposition of the mode-coupling theory for the evolution of glassy dynamics in liquids. This theory is based on polynomial... 
condensed matter physics | Bifurcation Singularities | Cage Effect | Leading-Order Asymptotic Contributions | Mode-Coupling Polynomial | Glassy Dynamics | Localization | Glass Transitions | Mode-Coupling Equations of Motion
Book
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3. Complex dynamics of glass-forming liquids
: a mode-coupling theory
by Götze, Wolfgang, 1937
2009, International series of monographs on physics, ISBN 9780199235346, Volume no. 143, xi, 641
The book presents a self-contained exposition of the mode-coupling theory for the evolution of glassy dynamics in liquids. This theory is based on polynomial... 
Viscosity | Molecular dynamics | Mode-coupling theory | Equations of motion | Complex fluids | condensed matter physics | Bifurcation Singularities | Cage Effect | Leading-Order Asymptotic Contributions | Mode-Coupling Polynomial | Glassy Dynamics | Localization | Glass Transitions | Mode-Coupling Equations of Motion
Book
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4. Modern theory of dynamical systems
: a tribute to Dmitry Victorovich Anosov
by Katok, A. B., editor and Pesin, Ya. B., editor and Rodriguez Hertz, Federico, 1973- editor
2017, Contemporary mathematics, ISBN 9781470425609, Volume 692., ix, 320 pages
Hyperbolic spaces | Boundary value problems | Anosov, D. V | Differentiable dynamical systems
Book
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5. Catastrophe theory and bifurcation
: applications to urban and regional systems
by Wilson, A. G. 1939- (Alan Geoffrey)
1981, Croom Helm series in geography and environment., ISBN 0520043707, 331
Mathematical models have long been used by geographers and regional scientists to explore the working of urban and regional systems, via a system where the... 
Geography | Catastrophes (Mathematics) | Bifurcation theory | Mathematics | Regional Geography - Human Geography | Urban Geography | Mathematical Modeling | Human Geography
Book
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6. Nonlinear solid mechanics
: bifurcation theory and material instability
by Bigoni, Davide
2012, ISBN 1107025419, Volume 9781107025417, ages cm
This book covers solid mechanics for non-linear elastic and elastoplastic materials, describing the behaviour of ductile material subject to extreme mechanical... 
Nonlinear mechanics | Bifurcation theory | Elastic analysis (Engineering) | Materials
Book
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7. Moduli spaces and arithmetic dynamics
by Silverman, Joseph H
2012, CRM monograph series, ISBN 0821875825, Volume 30, vii, 140
Ergodic theory | Harmonic analysis | Analytic spaces | Moduli theory
Book
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8. International journal of bifurcation and chaos in applied sciences and engineering
International journal of bifurcation and chaos in applied sciences and engineering, ISSN 0218-1274, 1991
Nonlinear theories | Complexity (Philosophy) | Periodicals | Bifurcation theory | Chaotic behavior in systems | Dynamics
Journal
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9. Ordinary differential equations
: qualitative theory
by Barreira, Luis, 1968 and Valls, Claudia, 1973
2012, Graduate studies in mathematics, ISBN 9780821887493, Volume 137, xii, 248
Qualitative theory | Differential equations
Book
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10. Chaos, solitons, and fractals
Chaos, solitons, and fractals, ISSN 0960-0779, 1991
Fractals | Solitons | Chaotic behavior in systems
Journal
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11. Full Text Cavitation in elastomeric solids: I—A defect-growth theory
by Lopez-Pamies, Oscar and Idiart, Martín I and Nakamura, Toshio
Journal of the Mechanics and Physics of Solids, ISSN 0022-5096, 2011, Volume 59, Issue 8, pp. 1464 - 1487
It is by now well established that loading conditions with sufficiently large triaxialities can induce the sudden appearance of internal cavities within... 
Homogenization methods | Bifurcation | Microstructures | Finite strain | Instabilities | PHYSICS, CONDENSED MATTER | BEHAVIOR | MATERIALS SCIENCE, MULTIDISCIPLINARY | HYDROSTATIC TENSION | COMPOSITES | RUBBER | DEFORMATION | NONLINEAR ELASTICITY | HOMOGENIZATION | MECHANICS | POROUS ELASTOMERS | INCLUSION | MACROSCOPIC INSTABILITIES | Mechanical properties | Anisotropy | Mechanical engineering | Analysis | Mathematical analysis | Elastomers | Triaxiality | Holes | Nonlinearity | Cavitation | Defects | Homogenizing
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12. Full Text Transition matrix theory
by Robert Franzosa and Ewerton R. Vieira
Transactions of the American Mathematical Society, ISSN 0002-9947, 11/2017, Volume 369, Issue 11, pp. 7737 - 7764
In this article we present a unification of the theory of algebraic, singular, topological and directional transition matrices by introducing the (generalized)... 
MORSE DECOMPOSITIONS | MATHEMATICS | CONNECTED SIMPLE SYSTEMS | BIFURCATIONS | CONLEY INDEX THEORY
Journal Article
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13. Full Text Analysis of Interconnected Oscillators by Dissipativity Theory
by Stan, G.-B and Sepulchre, R
IEEE Transactions on Automatic Control, ISSN 0018-9286, 02/2007, Volume 52, Issue 2, pp. 256 - 270
This paper employs dissipativity theory for the global analysis of limit cycles in particular dynamical systems of possibly high dimension. Oscillators are... 
Global limit cycle analysis | global synchronization | Biological system modeling | Bifurcation | Stability analysis | networks of oscillators | Oscillators | Physics | Negative feedback | Limit-cycles | Open systems | Output feedback | Hopf and pitchfork bifurcations | Computational biology | Global synchronization | Networks of oscillators | PASSIVITY | global limit cycle analysis | STABILITY | NONLINEARITIES | SYSTEMS | AUTOMATION & CONTROL SYSTEMS | ENGINEERING, ELECTRICAL & ELECTRONIC | Oscillators (Electronics) | Research | Energy dissipation | Limit theorems (Probability theory) | Limit cycle oscillations | Dissipation | Inequalities | Automatic control | Dynamical systems | Interconnections
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14. Full Text Analytic Theory of Global Bifurcation
: An Introduction
by Boris Buffoni and John Toland
09/2016, Princeton series in applied mathematics, ISBN 0691112983, 180
Rabinowitz's classical global bifurcation theory, which concerns the study in-the-large of parameter-dependent families of nonlinear equations, uses... 
Mathematics | Bifurcation theory | Applied
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15. Full Text Bifurcation theory for finitely smooth planar autonomous differential systems
by Han, Maoan and Sheng, Lijuan and Zhang, Xiang
Journal of Differential Equations, ISSN 0022-0396, 03/2018, Volume 264, Issue 5, pp. 3596 - 3618
In this paper we establish bifurcation theory of limit cycles for planar Ck smooth autonomous differential systems, with k∈N. The key point is to study the... 
[formula omitted] smooth system | Hopf bifurcation | Melnikov function | Bifurcation function | Smoothness | Limit cycle | smooth system | NUMBER | C-k smooth system | 16TH PROBLEM | CENTERS | MATHEMATICS | LIMIT-CYCLES | HOPF | ZEROS
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16. Mayor 1
: Rahm Emanuel and the rise of Chicago's 99
by Lydersen, Kari
2013, ISBN 1608462226, ix, 297
"With deep connections to high finance and a penchant for profanity, Rahm Emanuel became the mayor of Chicago and seized control of its notorious Democratic... 
Emanuel, Rahm, 1959 | HISTORY / Social History | POLITICAL SCIENCE / Government / Local | Chicago (Ill.) Politics and government | POLITICAL SCIENCE / Government / General | Mayors
Book
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17. Full Text On the torus bifurcation in averaging theory
by Cândido, Murilo R and Novaes, Douglas D
Journal of Differential Equations, ISSN 0022-0396, 04/2020, Volume 268, Issue 8, pp. 4555 - 4576
In this paper, we take advantage of the averaging theory to investigate a torus bifurcation in two-parameter families of 2D nonautonomous differential... 
Invariant torus | Naimark-Sacker bifurcation | Periodic solution | Hopf bifurcation | Averaging theory | Mathematics - Dynamical Systems
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18. Dynamics of the chemostat
: a bifurcation theory approach
by Ajbar, Abdelhamid and Alhumaizi, K. (Khalid)
2012, ISBN 1439867143, xiv, 354
Models, Theoretical | Adaptation, Physiological | Microbial growth | growth & development | Models, Biological | Bioreactors | physiology | Bacteria | Mathematical models | Chemostat | Microbiological Phenomena
Book
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19. Elements of applied bifurcation theory
by Kuznet͡sov, I͡U. A. (I͡Uriĭ Aleksandrovich)
2004, 3rd ed., Applied mathematical sciences, ISBN 0387219064, Volume 112, xxii, 631
Bifurcation theory
Book
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20. Full Text The entry–exit function and geometric singular perturbation theory
by De Maesschalck, Peter and Schecter, Stephen
Journal of Differential Equations, ISSN 0022-0396, 04/2016, Volume 260, Issue 8, pp. 6697 - 6715
For small ε>0, the system x˙=ε, z˙=h(x,z,ε)z, with h(x,0,0)<0 for x<0 and h(x,0,0)>0 for x>0, admits solutions that approach the x-axis while x<0 and are... 
Bifurcation delay | Entry–exit function | Geometric singular perturbation theory | Turning point | Blow-up | Entry-exit function | MATHEMATICS | TURNING-POINTS
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