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Extended Abstracts Spring 2018

Extended Abstracts Spring 2018

-Singularly Perturbed Systems, Multiscale Phenomena and Hysteresis: Theory and Applications-

Andrei Korobeinikov; Magdalena Caubergh; Tomás Lázaro; Josep Sardanyés (Hrsg.)

 

106,99 EUR
Lieferzeit 12-13 Tage



106,99 EUR
Lieferzeit 12-13 Tage



Inhaltsverzeichnis


Übersicht


Verlag : Springer International Publishing
Buchreihe : Research Perspectives CRM Barcelona, Trends in Mathematics (Bd. 11)
Sprache : Englisch
Erschienen : 05. 09. 2019
Einband : Kartoniert
Höhe : 235 mm
Breite : 155 mm
ISBN : 9783030252601
Sprache : Englisch

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Inhaltsverzeichnis


Constructive Method of Decomposition in Singularly Perturbed Problems of Non-Holonomic Mechanics.- Analysis of Temporal Dissipative Solitons in a Delayed Model of a Ring Semiconductor Laser.- Multi-Scale Problem for a Model of Viral Evolution with Random Mutations.- A Discrete Variant Space Model of Cancer Evolution.- Mathematical Modelling of HIV Within-Host Evolution.- Optimal Control for Anti-Cancer Therapy.- The Two-Scale Periodic Unfolding Technique.- Limit Cycles for Piecewise Linear Differential Systems via Poincaré-Miranda Theorem.- Resonance: the Effect of Nonlinearity, Geometry and Frequency Dispersion.- On the Null-Controllability of the Heat Equation with Hysteresis in Phase Transition Modeling.- Evidence of Critical Transitions and Coexistence of Alternative States in Nature: The Case of Malaria Transmission.- A Mathematical Model of Cancer Evolution.- Resonance of Isochronous Oscillators.- Modeling of N-Methyl-D-Aspartate Receptors.- Some Lessons from Two Simple Approaches to Model the Impact of Harvest Timing on Seasonal Populations.- Global Stability Conditions of the Disease Free Equilibrium for a Lymphatic Filariasis Model.- Repulsive Invariant Manifolds and Modelling the Critical Phenomena.- A New Approach to Canards Chase in 3D.- Slow Invariant Manifolds in the Problem of Order Reduction of Singularly Perturbed Systems.- Breathing as a Periodic Gas Exchange in a Deformable Porous Medium.- Invariant Objects on Lattice Systems with Decaying Interactions.- Wave-Pinning by Global Feedback in the Bistable Schlögl Model.- Cooperativity in Neurones-Astrocytes Coupled Dynamics.- Resonance-Based Mechanisms of Generation of Relaxation Oscillations in Networks of Non-Oscillatory Neurons.- New Advances on the Lyapunov Constants of Some Families of Planar Differential Systems.- Canards Existence in the Hindmarsh-Rose Model.- Effect of Delayed Harvesting on the Stability of Single-Species Populations.- Gevrey Asymptotics of Slow Manifolds in Singularly Perturbed Delay Equations.- 4-Dimensional Canards and Their Center Manifold.- Modified Model for Proportional Loading and Unloading of Hypoplastic Materials.- Modeling of Excitatory Amino Acid Transporters.- Limitations in Computational Analysis of Retrovirus Evolution.- A Non-Local Formulation of the One-Phase Stefan Problem Based on Extended Irreversible Thermodynamics.- Experimental Investigation of Viscoelastic Hysteresis in a Flex Sensor.- How Does the Hopf Bifurcation Appear in the Hydrogen Atom in a Circularly Polarized (CP) Microwave Field?.- Stabilization of Unstable Periodic Solutions for Inverted Pendulum under Hysteretic Control: the Magnitskii Approach.- Non-Ideal Relay with Random Parameters.- Critical Phenomena in a Dynamical System under Random Perturbations.- Burgers-Type Equations with Nonlinear Amplication: Front Motion and Blow-up.- On Uncertainty Quantification for Models Involving Hysteresis Operators.- Unusual Elastic-Plastic Properties of Fullerene Films: DynamicalHysteretic Model.- Depinning of Travelling Waves in Ergodic Media.- Cancer Evolution: the Appearance and Fixation of Cancer Cells.- Cheap Control Problem in a Critical Case.

Deine Buchhandlung


Buchhandlung LeseLust
Inh. Gernod Siering

Georgenstraße 2
99817 Eisenach

03691/733822
kontakt@leselust-eisenach.de

Montag-Freitag 9-17 Uhr
Sonnabend 10-14 Uhr



Deine Buchhandlung
Buchhandlung LeseLust
Inh. Gernod Siering

Georgenstraße 2
99817 Eisenach

03691/733822
kontakt@leselust-eisenach.de

Montag-Freitag 9-17 Uhr
Sonnabend 10-14 Uhr