Track #1 Track #2 Track #3 Track #4 Track #5 Track #6

MS01 [link]Data-basedanalysis ofcomplexdynamicalsystems

MS02 [link]Diffractive anddispersivenonlinearoptics Part 1

MS03 [link]Nonlinearwaves inbiologyPart 1

MS04 [link]Homoclinicsnaking 21 yearslater; a tribute toPatrick Woods

CS01 [link]Bifurcations,fractals,Turingpatterns

CS02 [link]Bifurcationsin physicalsystems

Track #1 Track #2 Track #3 Track #4 Track #5 Track #6

MS05 [link] Dynamicproperties fromobservations -mathematicalmethods andapplications

MS06 [link]Diffractiveanddispersivenonlinearoptics Part 2

MS07[link]Nonlinearwaves inbiologyPart 2

MS08 [link]Kineticmodeling ofinteractingparticlesystems

CS03[link]Brainnetworks

CS04[link]Criticaltransitionsandtipping

PROGRAM AT A GLANCE (TIME: UTC+2)

Minisymposia talks will be 30 min. long (25 min. + 5 min. for questions)

Contributed talks will be 20 min. long (15 min. + 5 min. for questions)

Monday 23 August 2021 10am-11am: Verônica Grieneisen (Cardiff University, UK) [link]

11am-1pm: Parallel Sessions

1pm-3pm: Lunch Break

3pm-4pm: G. Bard Ermentrout (University of Pittsburgh, USA) [link]

4pm-6pm: Parallel Sessions

Track #1 Track #2 Track #3 Track #4 Track #5 Track #6

MS09 [link]Inference anddata-drivenmodeling oflarge,chaotic, andnoisy systems -Part 1

MS10 [link]Multiple-diffusiveinstabilitiesin rotatingcomplexfluids - Part 1

MS11 [link]Dynamicaldesignprinciplesandcollectivebehavior inliving systems

MS12 [link]Network dynamicswith state-dependentinteractions andapplications tobiology andmedicine - Part 1

CS05 [link]Controltechniques

CS06 [link]Games,development,patternformation

Track #1 Track #2 Track #3 Track #4 Track #5 Track #6

MS13 [link]Inference anddata-drivenmodeling oflarge, chaotic,and noisysystems - Part 2

MS14 [link]Multiple-diffusiveinstabilities inrotatingcomplexfluids - Part 2

MS15 [link]Dynamicsandcontrol ofbiologicalnetworks

MS16 [link] Networkdynamics withstate-dependentinteractions andapplications tobiology andmedicine - Part 2

CS07 [link]Epidemiology

CS08 [link]Theoreticaldynamicalsystems

Tuesday 24 August 2021 10am-11am: Anna S. von der Heydt (Universiteit Utrecht, Netherlands)[link]

11am-1pm: Parallel Sessions

1pm-3pm: Lunch Break

3pm-4pm: Alejandro Maass (Universidad de Chile, Chile) [link]

4pm-6pm: Parallel Sessions

Track #1 Track #2 Track #3 Track #4 Track #5 Track #6

MS17 [link]Randomdynamicalsystems:statisticalaspects

MS18 [link] Vortexdynamics andturbulence inclassical andquantum fluids -Part 1

MS19 [link]Wave chaos inmathematics,physics, andengineering

MS20 [link]Networks ofcoupledoscillators andmaps: chimerastates andbeyond - Part 1

CS09[link]Networks

CS10[link]Opticalsystems

Track #1 Track #2 Track #3 Track #4 Track #5 Track #6

MS21 [link]Dissipativesystems, dataassimilation,and ergodictheory

MS22 [link]Vortex dynamicsand turbulencein classical andquantum fluids -Part 2

MS23 [link]Patternformingfronts inreaction-diffusionequations

MS24 [link]Networks ofcoupledoscillators andmaps: chimerastates andbeyond - Part 2

CS11 [link]Oscillators:applications

CS12 [link]Oscillators:synchronization

Wednesday 25 August 2021 10am-11am: Sylvain Crovisier (Université Paris Saclay, France) [link]

11am-1pm: Parallel Sessions

1pm-3pm: Lunch Break

3pm-4pm: Christopher K. R. T. Jones (University of North Carolina at ChapelHill, USA) [link]

4pm-6pm: Parallel Sessions

Track #1 Track #2 Track #3 Track #4 Track #5 Track #6

MS25 [link] Physicsbased and data-driven modeling,analysis, andcontrol of cardiacdynamics - Part 1

MS26 [link]Vortexdynamics andturbulence inclassical andquantum fluids- Part 3

MS27 [link]Emergentcollectivedynamics inneuralsystems -Part 1

MS28 [link]Synchronizationpatterns innetworks:theory andapplications -Part 1

CS13 [link]Mechanics,statisticalphysics andcondensedmatter

CS14[link]Naturalrhythms

Track #1 Track #2 Track #3 Track #4 Track #5 Track #6

MS29 [link]Non-autonomoustransitionsandbifurcations

MS30 [link] Timedelayedsystems: theoryand experiment- Part 1

MS31 [link]Recentadvances inmean-fieldmodelling ofbrain dynamics

MS32 [link]Synchronizationpatterns in networks:theory andapplications - Part 2

CS15 [link]Predictability,learning,estimation

CS16[link]Wavesandvortices

Thursday 26 August 2021 10am-11am: Björn Hof (Institute of Science and Technology, Austria) [link]

11am-1pm: Parallel Sessions

1pm-3pm: Lunch Break

3pm-4pm: Katharina Schratz (Sorbonne Université, France) [link]

4pm-6pm: Parallel Sessions

Track #1 Track #2 Track #3 Track #4 Track #5 Track #6

MS33 [link] Physicsbased and data-driven modeling,analysis, andcontrol of cardiacdynamics - Part 2

MS34 [link]Timedelayedsystems:theory andexperiment- Part 2

MS35 [link]Emergentcollectivedynamics inneuralsystems -Part 2

MS36 [link]Instabilities,bifurcations andcollectivephenomena inactive matter -Part 1

MS37 [link]Instabilitiesand patternsin extendedsystems andtheir control

CS17[link]Dataanalysisanddata-drivenmodelling

Track #1 Track #2 Track #3 Track #4 Track #5 Track #6

MS38 [link]Multiple timescaledynamics andapplications

MS39 [link]Time delayedsystems: theoryandexperiment -Part 3

MS40 [link]Neuronaldynamics: fromsingle cell up tolarge-scalenetworks

MS41 [link]Instabilities,bifurcations andcollectivephenomena inactive matter - Part2

MS42[link] Thedynamicsof vision

CS18 [link]Turbulence

Friday 27 August 2021 10am-11am: Antonio Politi (University of Aberdeen, UK) [link]

11am-1pm: Parallel Sessions

1pm-3pm: Lunch Break

3pm-4pm: Lai-Sang Young (Courant Institute, New York University, USA)[link]

4pm-6pm: Parallel Sessions

Fei Lu feilu@math.jhu.edu Nonparametric learning of interactionkernels in mean-field equations ofinteracting particles

OliverJunge

oj@tum.de Linear response for finite-time coherentsets from data

AsteroProvata

a.provata@inn.demokritos.gr The role of fractal and reflectingconnectivities in networks of FitzHugh-Nagumo oscillators

LuciaRusso

lucia.russo@stems.cnr.it NONLINEAR EMERGENT DYNAMICS OFAGENT BASED MODELS FOR URBANMOBILITY

LIST OF MINISYMPOSIA

MS01: Data-based analysis of complex dynamicalsystems

Proposed by: Yannick De Decker (ULB, Brussels, Belgium)

StefaniaResidori

stefaniaresidori@yahoo.com Nonlinear Optical Applicationsof Liquid Crystal Light Valves

GregorioGonzález-Cortés

gregorio.gonzalez@ug.uchile.cl Localized standing wavesinduced by spatiotemporalforcing

RodrigoVicencio

rvicencio@uchile.cl Chaos on a saturable dimer

Ignacio OrtegaPiwonka

ignacio.ortega.piwonka@gmail.com

Spike propagation in ananolaser-basedoptoelectronic neuron

MS02: Diffractive and dispersive nonlinear optics -Part 1

Proposed by: Mustapha Tlidi (ULB, Brussels, Belgium) and Marcel Clerc(University of Chile, Santiago, Chile)

KarstenKruse

Karsten.Kruse@unige.ch Geometric-mechanical coupling ofchemical waves

ArikYochelis

yochelis@bgu.ac.il Collisions of excitable solitons:Annihilation, crossover, andnucleation of pulses in a modeldescribing intracellular actin waves

AndrewGoryachev

andrew.goryachev@ed.ac.uk Wave instability in the cell surfacewaves

DanielRuizreynes

daniel.ruizreynes@kuleuven.be Waves and patterns in cell-freecytoplasmic extracts

MS03: Nonlinear waves in biology - Part 1 Proposed by: Lendert Gelens (KU Leuven, Belgium) and Carsten Beta(University of Potsdam, Germany)

Fahad AlSaadi

fa17741@bristol.ac.uk Localised patterns and semi-stronginteraction, a unifying framework forreaction-diffusion systems

Max PhilippHoll

m.p.holl@wwu.de Localized States in Passive and ActivePhase-Field-Crystal Models

TobiasFrohoff-Hülsmann

t_froh01@wwu.de Localized states in coupled Cahn-Hilliardequations

NicolasVerschueren

nverschueren@berkeley.edu

Pattern formation on a finite disk

MS04: Homoclinic snaking 21 years later; a tributeto Patrick Woods

Proposed by: Alan R. Champneys (University of Bristol, UK)

Felix Dietrich felix.dietrich@tum.de Data-Driven Prediction of CrowdMobility through Koopman OperatorApproximation

TheresaLange

tlange@math.uni-bielefeld.de

Mean field limit of Ensemble SquareRoot Filters

Yannick DeDecker

Yannick.De.Decker@ulb.be Complex dynamics of redoxreactions on nanosized catalystsamples

ConstantinosSiettos

constantinos.siettos@unina.it Numerical Solution of Nonlinear PDEswith Extreme Learning Machines

MS05: Dynamic properties from observations -mathematical methods and applications

Proposed by: Anna Dittus, Konstantinos Spiliotis and Jens Starke (RostockUniversity, Germany)

MarioMolina

mmolina@uchile.cl General Nonlinear Impurity in aPhotonic Array: Green FunctionApproach

MichelFerré

michel.ferre.diaz@gmail.com Chimera-like states in Lugiato-Lefeverequation

SaliyaCoulibaly

saliya.coulibaly@univ-lille.fr Forecasting turbulence in a passiveresonator with supervised machinelearning

FrançoisLeo

francois.leo@ulb.be Parametrcially driven dissipative opticalsolitons

MS06: Diffractive and dispersive nonlinear optics -Part 2

Proposed by: Mustapha Tlidi (ULB, Brussels, Belgium) and Marcel Clerc(University of Chile, Santiago, Chile)

KarenAlim

k.alim@tum.de Network morphology to store memories

MarcusHauser

marcus.hauser@ovgu.de Oscillations and waves of NADHsubpopulations during glycolysis in yeastcells

LouiseArno

Louise.Arno@kuleuven.be Phase defects in electrical patterns duringheart rhythm disorders

AzamGholami

azam.gholami@ds.mpg.de

Resistive force theory and wave dynamicsin swimming flagellar apparatus isolatedfrom C. reinhardtii

MS07: Nonlinear waves in biology - Part 2 Proposed by: Lendert Gelens (KU Leuven, Belgium) and Carsten Beta(University of Potsdam, Germany)

ChiaraSegala

chiara.segala-1@unitn.it MOMENT-DRIVEN PREDICTIVECONTROL OF MEAN-FIELDCOLLECTIVE DYNAMICS

GianlucaFavre

gianluca.favre@univie.ac.at Thermalization of a rarefied gaswith total energy conservation

Rafael Bailo rafael.bailo@univ-lille.fr Projective and TelescopicProjective Integration for KineticMixtures

JulianKoellermeier

julian.koellermeier@kuleuven.be Spatially Adaptive ProjectiveIntegration for Moment Models ofRarefied Gases

MS08: Kinetic modeling of interacting particlesystems

Proposed by: Giovanni Samaey (KU Leuven, Belgium)

MassimilianoTamborrino

massimiliano.tamborrino@warwick.ac.uk Structure-preservingApproximate BayesianComputation for complexstochastic models

IreneTubikanec

irene.tubikanec@jku.at On the interface of stochasticdifferential equations,structure-preserving numericsand statistical inference

Felix Ye xye16@jhu.edu Nonlinear model reduction forslow-fast stochastic systemsnear manifolds

LoganChariker

bortkiew@gmail.com Emergent dynamics in adetailed, data-driven modelof visual cortex

MS09: Inference and data-driven modeling of large,chaotic, and noisy systems - Part 1

Proposed by: Kevin K Lin (University of Arizona, Tucson, USA) and Fei Lu(Johns Hopkins University, Baltimore, USA)

KengoDeguchi

kengo.deguchi@monash.edu Self-sustained shear driven Hall MHDdynamos

JorisLabarbe

joris.labarbe@northumbria.ac.uk Instability windows ofChandrasekhar-Friedman-Schutzinstability

OlegKirillov

oleg.kirillov@northumbria.ac.uk Double-diffusive instabilities inrotating hydrodynamic andmagnetohydrynamic flows

JeromeMougel

jerome.mougel@imft.fr Effect of the free surface on thestability and energy harvestingefficiency of a tensioned membranein a uniform current

MS10: Multiple-diffusive instabilities in rotatingcomplex fluids - Part 1

Proposed by: Oleg N. Kirillov (Northumbria University, Newcastle upon Tyne,UK) and Innocent Mutabazi (Normandie University, Caen, France)

Erwin Frey frey@lmu.de Design Principles of Protein Patterns

StefanKlumpp

stefan.klumpp@phys.uni-goettingen.de

Magnetotactic navigation in complexenvironments

Yoav G.Pollack

yoav.pollack@ds.mpg.de

Competition drivers in confined cellularaggregates: Does dead matter matter?

VasilyZaburdaev

vasily.zaburdaev@fau.de

Theory of active phase separation forbacterial aggregates

MS11: Dynamical design principles and collectivebehavior in living systems

Proposed by: Philip Bittihn (Max Planck Institute for Dynamics and Self-Organization, Göttingen, Germany)

ChristianKuehn

ckuehn@ma.tum.de Adaptive Epidemic Network Dynamics

RoderickEdwards

edwards@uvic.ca A motif in the regulation of plantmetabolism and piecewise-linearapproximation of biochemical networks

Yi-MingLai

yi.lai1@nottingham.ac.uk Master stability functions & patternformation: from networks to continua

CharodelGenio

ad0364@coventry.ac.uk Mean-field synchronization in multiplexnetworks

MS12: Network dynamics with state-dependentinteractions and applications to biology andmedicine - Part 1

Proposed by: Erik Andreas Martens (Technical University of Denmark,Lyngby, Denmark), Krasimira Tsaneva-Atanasova (University of Exeter, UK),Christian Bick (University of Exeter, UK) and Yi-Ming Lai (University ofNottingham, UK)

Xiantao Li xiantao.li@psu.edu Generalized constitutive relation fornano-scale heat conduction

KevinMcGoff

kmcgoff1@uncc.edu Gibbs posterior convergence and thethermodynamic formalism

MarcellaGomez

mgomez26@ucsc.edu Data-driven methods for modeling andcontrol in wound healing

Panos Stinis panagiotis.stinis@pnnl.gov Optimal renormalization of multi-scalesystems

MS13: Inference and data-driven modeling of large,chaotic, and noisy systems - Part 2

Proposed by: Kevin K Lin (University of Arizona, Tucson, USA) and Fei Lu(Johns Hopkins University, Baltimore, USA)

ManikandanMathur

manims@ae.iitm.ac.in Diffusive and curvature effects onsymmetric instability in stratifiedvortices

Suraj Singh surajsingh108talk@gmail.com

Double-diffusive effects in the localinstabilities of an elliptical vortex

LauretteTuckerman

laurette@pmmh.espci.fr Double-diffusive convection via 2 by 2matrices

HarunoriYoshikawa

Harunori.Yoshikawa@univ-cotedazur.fr

Instabilities in nonisothermal Taylor-Couette flows in radial electric fields

MS14: Multiple-diffusive instabilities in rotatingcomplex fluids - Part 2

Proposed by: Oleg N. Kirillov (Northumbria University, Newcastle upon Tyne,UK) and Innocent Mutabazi (Normandie University, Caen, France)

EduardoSontag

eduardo.sontag@gmail.com

Strategies for controlling infectious diseasedynamics

ElisendaFeliu

efeliu@math.ku.dk On Hopf bifurcations in MAPK signalingsystems

GiuliaGiordano

giulia.giordano@unitn.it Structural polyhedral stability and pinningcontrol of biochemical networks

Diego A.Oyarzún

d.oyarzun@ed.ac.uk Multiobjective optimization of metaboliccontrol systems

MS15: Dynamics and control of biological networks Proposed by: Diego Oyarzún (The University of Edinburgh, Scotland, UK)

SpasePetkoski

spase.petkoski@univ-amu.fr

Spatio-temporal structure of theconnectome organizes the large scalebrain activity

ErikAndreasMartens

erik.martens@math.lth.se Understanding the dynamics of biologicaland neural oscillator networks throughexact mean-field reductions

ÁineByrne

aine.byrne@ucd.ie Including synaptic plasticity in a nextgeneration neural mass model

SerhiyYanchuk

yanchuk@math.tu-berlin.de

Frequency cluster formation and slowoscillations in neural populations withplasticity

MS16: Network dynamics with state-dependentinteractions and applications to biology andmedicine - Part 2

Proposed by: Erik Andreas Martens (Technical University of Denmark,Lyngby, Denmark), Krasimira Tsaneva-Atanasova (University of Exeter, UK),Christian Bick (University of Exeter, UK) and Yi-Ming Lai (University ofNottingham, UK)

CeciliaGonzález-Tokman

cecilia.gt@uq.edu.au Lyapunov Exponents for Transfer OperatorCocycles of Metastable Maps: aQuarantine Approach

FrancoisePène

francoise.pene@univ-brest.fr

stimates on return and mixing for the Z^d-periodic Lorentz gas with infinite horizon(d=1 or d=2)

MarksRuziboev

marx.ruziboev@gmail.com

CRITICAL INTERMITTENCY IN RANDOMINTERVAL MAPS

Julien Sedro [sedro@lpsm.paris]]() Quenched limit theorems for expanding onaverage cocycles

MS17: Random dynamical systems: statisticalaspects

Proposed by: Sandro Vaienti (Centre de Physique Théorique, Luminy,France)

VanderleiBagnato

vander@ifsc.usp.br EXPERIMENTAL OBSEVATIONS IN ATURBULENT BEC: CHARACTERIZATIONAND UNIVERSAL SCALING PROPERTIES

NirNavon

nir.navon@yale.edu Matter-wave turbulence in a quantumgas

DarioBallarini

dario.ballarini@gmail.com Towards quantum turbulence in exciton-polariton condensates

QuentinGlorieux

quentin.glorieux@lkb.upm.fr Paraxial fluids of light: from shockwavesto turbulence

MS18: Vortex dynamics and turbulence in classicaland quantum fluids - Part 1

Proposed by: Francesco Marino (CNR-INO and INFN, Italy) and GiacomoRoati (CNR-INO and LENS, Italy)

VictorTyrode

victor.tyrode@ec-lyon.fr Vibrational energy distribution inplate excited with random whitenoise

CédricVanhoorickx

cedric.vanhoorickx@kuleuven.be Vibro-acoustic analysis of systemscontaining domain couplingsbased on the GaussianOrthogonal Ensemble

Jean-BaptisteGros

jean-baptiste.gros@greenerwave.com

Reconfigurable intelligent surfaceswithin electromagnetic cavities :From wave chaos to applications

SebastianMüller

sebastian.muller@bristol.ac.uk Semiclassical calculation ofspectral correlation functions forchaotic systems

MS19: Wave chaos in mathematics, physics, andengineering

Proposed by: Martin Richter and Gregor Tanner (University of Nottingham,UK)

AsteroProvata

a.provata@inn.demokritos.gr Pacemaker effects in Brain Dynamics

KlausLehnertz

Klaus.Lehnertz@ukbonn.de Evolving epileptic brain networks

Ralph G.Andrzejak

ralph.andrzejak@upf.edu Chimeras and fractals from twopopulations of quadratic maps

FrankHellmann

hellmann@pik-potsdam.de Model Reductions and CoarseGraining in Controlled OscillatorNetworks

MS20: Networks of coupled oscillators and maps:chimera states and beyond - Part 1

Proposed by: Ralph G. Andrzejak (UPF, Barcelona, Spain) and EckehardSchöll (TU Berlin, Germany)

OanaLang

o.lang15@imperial.ac.uk Existence and uniqueness of solutionsfor stochastic shallow water modelsdriven by transport noise

BenedettaFerrario

benedetta.ferrario@unipv.it Invariant measures for stochastic 2Ddamped Euler equations

WilhelmStannat

stannat@math.tu-berlin.de Stochastic Analysis of Ensemble-basedKalman-type filters

Amit Apte apte@icts.res.in Stability of filters for deterministicdynamics

MS21: Dissipative systems, data assimilation, andergodic theory

Proposed by: Jochen Broecker, Giulia Carigi, Lea Oljaca and Tobias Kuna(University of Reading, UK)

IacopoCarusotto

iacopo.carusotto@unitn.it Ergoregion instabilities inrotating two-dimensionalBose-Einstein condensates:Perspectives on the stabilityof quantized vortices

MariaChiaraBraidotti

mariachiara.braidotti@glasgow.ac.uk Penrose superradiance inphoton fluids

Woo JinKwon

kwon@lens.unifi.it Observation of soundemission and annihilation in aquantum vortex collider

AlessandraSabinaLanotte

alessandrasabina.lanotte@cnr.it Dynamics of a vortex latticein a nonequilibrium polaritonsuperfluid

MS22: Vortex dynamics and turbulence in classicaland quantum fluids - Part 2

Proposed by: Francesco Marino (CNR-INO and INFN, Italy) and GiacomoRoati (CNR-INO and LENS, Italy)

LukasEigentler

leigentler001@dundee.ac.uk Pattern formation can enable speciescoexistence in resource-limitedecosystems

Björn deRijk

bjoern.derijk@mathematik.uni-stuttgart.de

Stability of pattern-forming fronts with aquenching mechanism

DavidLloyd

d.lloyd@surrey.ac.uk Numerical continuation of patternforming fronts outside the homoclinicsnaking region

GabrielaJaramillo

gabriela@math.uh.edu A normal form for rotating waves inoscillatory media with nonlocalinteractions

MS23: Pattern forming fronts in reaction-diffusionequations

Proposed by: Grégory Faye (Institut de Mathématiques de Toulouse,France)

RicoBerner

rico.berner@physik.tu-berlin.de

Emergence of solitary states in adaptive nonlocaloscillator networks

ChristianBick

c.bick@vu.nl Interactions and Noninteractions: Synchrony andbeyond in oscillators with dead zones

GalinaStrelkova

strelkovagi@sgu.ru

Relay and complete sinchronization inheterogeneous multiplex networks of discrete maps

JakubSawicki

zergon@gmx.net

Partial relay synchronization in multiplex networks

SarikaJalan

sarika@iiti.ac.in Explosive synchronization in interlayer phase-shiftedKuramoto oscillators on multiplex networks

MS24: Networks of coupled oscillators and maps:chimera states and beyond - Part 2

Proposed by: Ralph G. Andrzejak (UPF, Barcelona, Spain) and EckehardSchöll (TU Berlin, Germany)

AlexanderPanfilov

Alexander.Panfilov@UGent.be In silico–in vitro approach to studyand control cardiac arrhythmias

ArkadyPertsov

pertsova@upstate.edu Evolution of Scroll Ring inMyocardial Wall

Patrick Boyle pmjboyle@uw.edu Patient-Specific Simulation ofPotentially Pre-ArrhythmogenicSubstrate in Embolic Stroke ofUndetermined Source

RupamanjariMajumder

rupamanjari.majumder@ds.mpg.de

The chaotic route to spiral wavecontrol: an optogeneticsapproach

MS25: Physics based and data-driven modeling,analysis, and control of cardiac dynamics - Part 1

Proposed by: Ulrich Parlitz (Max Planck Institute for Dynamics and Self-Organization, Göttingen, Germany), Stefan Luther (Max Planck Institute forDynamics and Self-Organization, Göttingen, Germany) and MaximeSermesant (Inria Sophia Antipolis, Université Côte d'Azur, France)

AntonioPicozzi

Antonio.Picozzi@u-bourgogne.fr

Condensation of classical optical waves inmultimode fibers: Theory and experimentalobservation

GiorgioKrstulovic

krstulovic@oca.eu Universal aspects and irreversibility of superfluidvortex reconnections

Yong-ilShin

yishin@snu.ac.kr Vortex Shedding in Atomic Superfluid Gases

MatthieuBellec

matthieu.bellec@inphyni.cnrs.fr

Observation of vortex dynamics in a fluid of light

MS26: Vortex dynamics and turbulence in classicaland quantum fluids- Part 3

Proposed by: Francesco Marino (CNR-INO and INFN, Italy) and GiacomoRoati (CNR-INO and LENS, Italy)

StephenCoombes

Stephen.coombes@nottingham.ac.uk Quasicrystal patterns in aneural field model

MatteoDi Volo

m.divolo@gmail.com Emergence of collectiveoscillations in balancedneural networks due toendogeneous fluctuations

DenisGoldobin

Denis.Goldobin@gmail.com Collective meanfielddynamics of quadraticintegrate-and-fire neuronsbeyond the Cauchydistribution

MoritzHelias

m.helias@fz-juelich.de Transient chaoticdimensionality expansion byrecurrent networks

MS27: Emergent collective dynamics in neuralsystems - Part 1

Proposed by: Antonio Politi (Aberdeen University, Scotland, UK) andAlessandro Torcini (University of Cergy-Pontoise, France)

Jordi Soriano jordi.soriano@ub.edu Tuning the richness of dynamicalpatterns in living neuronalnetworks throughneuroengineering

Otti D'Huys o.dhuys@maastrichtuniversity.nl Stochastic switching betweenoscillation patterns: combiningstochastic delays and additivephase noise

CeliaAnteneodo

celia.fis@puc-rio.br Impact of the range of theinteractions and time delays onsynchronization patterns

OlehOmel'chenko

omelchenko@uni-potsdam.de Moving bumps in theta neuronnetworks

MS28: Synchronization patterns in networks: theoryand applications - Part 1

Proposed by: Cristina Masoller (UPC, Barcelona, Spain) and OlehOmel’chenko (University of Potsdam, Germany)

ChristianPötzsche

christian.poetzsche@aau.at A biased survey on deterministicnonautonomous bifurcations

HassanAlkhayuon

hassan.alkhayuon@ucc.ie Phase-sensitive tipping: How cyclicecosystems respond to contemporaryclimate

CarmenNúñez

carmen.nunez@uva.es R-tipping and saddle-node bifurcationfor quadratic nonautonomous ODEs

MichaelOrieux

morieux@sissa.it Minimum time control and bifurcationsaround nilpotent equilibrium

MS29: Non-autonomous transitions and bifurcations Proposed by: Iacopo P. Longo and Christian Kuehn (TU Munich, Germany)

BerndKrauskopf

b.krauskopf@auckland.ac.nz Effects of state-dependence in thedelayed feedback loop driving El Niño

JanRombouts

jan.rombouts@kuleuven.be Time delays in the cell: frombiochemical mechanism to oscillations

KonstantinBlyuss

k.blyuss@sussex.ac.uk Stochastic time-delayed models ofautoimmunity

IsabelleSchneider

isabelle.schneider@fu-berlin.de

Geometric invariance of determiningand resonating centers: Odd- andany-number limitations of Pyragascontrol

MS30: Time delayed systems: theory andexperiment - Part 1

Proposed by: Serhiy Yanchuk (TU Berlin, Germany), Julien Javaloyes (UIB,Palma, Spain) and Svetlana Gurevich (University of Münster, Germany)

GustavoDeco

gustavo.deco@upf.edu

Turbulent-like Dynamics in the Human Brain

BastianPietras

pietras@tu-berlin.de Low-dimensional firing rate dynamics forpopulations of renewal spiking neurons

Boris Gutkin boris.gutkin@ens.fr Exact network modelling of thetaoscillations in the hippocampal formation

AndreasDaffertshofer

a.daffertshofer@vu.nl Gap junctions in basal ganglia — aconceptual model

MS31: Recent advances in mean-field modelling ofbrain dynamics

Proposed by: Richard Gast and Helmut Schmidt (Max Planck Institute forCognitive and Brain Science, Leipzig, Germany)

UlrikeFeudel

ulrike.feudel@uni-oldenburg.de

Transient chaos in complex networks:Desynchronization and state-dependent vulnerability

UlrichParlitz

ulrich.parlitz@ds.mpg.de

Chaotic transients and dynamical response ofcoupled oscillators

CristinaMasoller

cristina.masoller@upc.edu

Network reconstruction and prediction of the transitionto synchrony of coupled oscillators directly from data

ErikMau

erikmau@uni-potsdam.de

Optimizing charge-balanced pulse stimulation fordesynchronization

MS32: Synchronization patterns in networks: theoryand applications - Part 2

Proposed by: Cristina Masoller (UPC, Barcelona, Spain) and OlehOmel’chenko (University of Potsdam, Germany)

ThomasLilienkamp

thomas.lilienkamp@ds.mpg.de

Utilizing transient dynamics:Controlling spiral wave chaos bysmall perturbations

SebastianHerzog

sherzog3@gwdg.de Data-driven modeling of cardiacdynamics by means of neuralnetwork hybrids

JanChristoph

jan.christoph@ucsf.edu A comparison of a physics-basedand data-driven inversereconstruction technique of cardiacexcitation wave patterns frommechanical deformation

VictoriyaKashtanova

victoriya.kashtanova@inria.fr EP-Net 2.0: Out-of-DomainGeneralisation for Deep LearningModels of Cardiac Electrophysiology

MS33: Physics based and data-driven modeling,analysis, and control of cardiac dynamics - Part 2

Proposed by: Ulrich Parlitz (Max Planck Institute for Dynamics and Self-Organization, Göttingen, Germany), Stefan Luther (Max Planck Institute forDynamics and Self-Organization, Göttingen, Germany) and MaximeSermesant (Inria Sophia Antipolis, Université Côte d'Azur, France)

YuliyaKyrychko

y.kyrychko@sussex.ac.uk Dynamics of coupled Kuramoto oscillatorswith distributed delays

DavidMüller-Bender

david.mueller-bender@physik.tu-chemnitz.de

Laminar Chaos in Experiments: NonlinearSystems with Time-Varying Delays andNoise

GiovanniGiacomelli

giovanni.giacomelli@isc.cnr.it

Spatio-temporal representation of longdelayed systems: a new perspective

MatthiasWolfrum

wolfrum@wias-berlin.de Stability properties of temporal dissipativesolitons in DDE systems

MS34: Time delayed systems: theory andexperiment - Part 2

Proposed by: Serhiy Yanchuk (TU Berlin, Germany), Julien Javaloyes (UIB,Palma, Spain) and Svetlana Gurevich (University of Münster, Germany)

VincentHakim

vincent.hakim@ens.fr What is the mechanical basis oftraveling waves of neural activityobserved in motor cortex?

HalgurdTaher

halgurd.taher@inria.fr Exact neural mass model for synaptic-based working memory

EkkehardUllner

e.ullner@abdn.ac.uk Ubiquity of collective irregulardynamics

DavidHansel

david.hansel@parisdescartes.fr Theory of feature selectivity in rodentprimary visual cortex

MS35: Emergent collective dynamics in neuralsystems - Part 2

Proposed by: Antonio Politi (Aberdeen University, Scotland, UK) andAlessandro Torcini (University of Cergy-Pontoise, France)

MatthewTurner

m.s.turner@warwick.ac.uk Intelligent swarming and future entropy

CarstenBeta

beta@uni-potsdam.de How bacterial swimmers with multiplerun modes navigate chemical gradients

Uwe Thiele u.thiele@uni-muenster.de Thin-film modelling of spreading biofilmsand of drops of active liquids

GerhardGompper

G.Gompper@fz-juelich.de

Active Particles in Vesicles and Cells

MS36: Instabilities, bifurcations and collectivephenomena in active matter - Part 1

Proposed by: Fernando Peruani (Université Côte d'Azur, Nice, France) andLuis Gómez (Humboldt University, Berlin, Germany)

MosheSheintuch

cermsll@technion.ac.il Dynamics and control of loopreactors

LaurenceRongy

lrongy@ulb.ac.be How to make a flow oscillate ina simple reactive system

AnnaSamoilova

annsomeoil@gmail.com Controlling nonlinear wavepatterns in Marangoniconvection

AliceThompson

alice.thompson@manchester.ac.uk Controlling instabilities of fallingliquid films

MS37: Instabilities and patterns in extended systemsand their control

Proposed by: Alexander Nepomnyashchy (Technion - Israel Institute ofTechnology, Haifa, Israel)

AnnalisaIuorio

annalisa.iuorio@univie.ac.at A PDE model for unidirectional flows:stationary profiles and asymptoticbehaviour

RobbinBastiaansen

r.bastiaansen@uu.nl Behaviour of self-organised, large-scale vegetation patterns

JörnDietrich

joern.dietrich@uni-ulm.de Approximating normally attractinginvariant manifolds using atrajectory-based optimizationapproach

PanagiotisKaklamanos

p.kaklamanos@sms.ed.ac.uk Geometric singular perturbationanalysis of the Hodgkin-Huxleyequations

MS38: Multiple time scale dynamics andapplications

Proposed by: Hildeberto Jardon Kojakhmetov and Christian Kuehn (TUMunich, Germany)

KathyLüdge

luedge@physik.tu-berlin.de Stability and synchronizationproperties of delay coupled nano-lasers

AndreiVladimirov

vladimir@wias-berlin.de Short pulse solutions of time-delaylaser models

MathiasMarconi

mathias.marconi@inphyni.cnrs.fr Nonlocality induces chains ofnested localized structures in lasers

SylvainBarbay

sylvain.barbay@c2n.upsaclay.fr Delay dynamics in an excitablemicropillar laser with saturableabsorber

MS39: Time delayed systems: theory andexperiment - Part 3

Proposed by: Serhiy Yanchuk (TU Berlin, Germany), Julien Javaloyes (UIB,Palma, Spain) and Svetlana Gurevich (University of Münster, Germany)

MartinaNicoletti

m.nicoletti@unicampus.it Single-cell modeling of Caenorhabditiselegans neurons: from sensory to motorneurons

AlessandroLoppini

a.loppini@unicampus.it Inferring excitatory and inhibitoryconnections in neuronal assemblies

JoaquinTorres

jtorres@onsager.ugr.es Emergence of Chimera States in HybridCoupled Neuron Populations

SimonaOlmi

simona.olmi@fi.isc.cnr.it Patient-specific network connectivitycombined with a next generation neuralmass model to test clinical hypothesis ofseizure propagation

MS40: Neuronal dynamics: from single cell up tolarge-scale networks

Proposed by: Alessandro Loppini, Martina Nicoletti, Letizia Chiodo andSimonetta Filippi (Campus Bio-Medico University, Rome, Italy).

MathieuLeocmach

mathieu.leocmach@univ-lyon1.fr

Active glass & polycrystal: ergodicitybreaking dramatically affects responseto self-propulsion

LuisGómez-Nava

luis.gomez@hu-berlin.de Self-organization of active particles withinternal states

IgorAronson

isa12@psu.edu Superfluid swimmers

CristianHuepe

cristian@northwestern.edu

Order–disorder transitions in a minimalmodel of active elasticity

MS41: Instabilities, bifurcations and collectivephenomena in active matter - Part 2

Proposed by: Fernando Peruani (Université Côte d'Azur, Nice, France) andLuis Gómez (Humboldt University, Berlin, Germany)

BrunoCessac

bruno.cessac@inria.fr The Retina as a Dynamical System

LaurentPerrinet

laurent.perrinet@univ-amu.fr

Dynamics of the processing of orientationprecision in the primary visual cortex

GianluigiMongillo

gianluigi.mongillo@gmail.com

Glassy phase in dynamically balancednetworks

RomainVeltz

romain.veltz@inria.fr Spatial and color hallucinations in amathematical model of primary visual cortex

MS42: The dynamics of vision Proposed by: Bruno Cessac (Biovision team, Inria Sophia Antipolis,Université Côte d’Azur, France)

Stuart Burrell stuartburrell1994@gmail.com

The fractal structure of ellipticalpolynomial spirals

RenatoHuzak

renato.huzak@uhasselt.be Fractal dimensions and slow-fastsystems

HildegardMeyer-Ortmanns

h.ortmanns@jacobs-university.de

Emerging criticality in heteroclinicdynamics

MaximKuznetsov

kuznetsovmb@mail.ru Widening the criteria for emergenceof Turing patterns: no need fordifferential diffusivity and more

LouisGarénaux

louis.garenaux@math.univ-toulouse.fr

Stability of a monostable front, afterTuring bifurcation behind the front.

KamyarTavakoli

stava089@uottawa.ca Complexity tuning by multiple delays

LIST OF CONTRIBUTED SESSIONS

CS01: Bifurcations, fractals, Turing patterns

JeromeDaquin

jerome.daquin@unamur.be Secular and hyperbolic dynamics ofMolniya satellites semi-major axis

StanisławBiber

s.biber@bristol.ac.uk Curious dynamics of a golf ballbounce

Nana Takeda n.takeda@chiba-u.jp Bifurcation analysis of a densityoscillator using two-dimensionalhydrodynamic simulation

Yuki Araya afsa6722@chiba-u.jp Bifurcation analysis of oscillatorycombustion using hydrodynamicsimulation

GiorgosKanellopoulos

kanellop@math.upatras.gr The granular monoclinal wave: adynamical systems survey

Yudai Okishio aeda1789@chiba-u.jp Local bifurcation structure of abouncing ball system with apiecewise polynomial function fortable displacement

CS02: Bifurcations in physical systems

VladimirKlinshov

vladimir.klinshov@gmail.com

Efficient reduction of the collectivedynamics of neural populations withrealistic forms of heterogeneity

Jinjie Zhu zhu.j.ag@m.titech.ac.jp Taming spikecounts in a bursting neuronwith self-induced stochastic resonance

Ali Khaledi-Nasab

khaledi@stanford.edu Parameter-robust decoupling and long-lasting desynchronization by RandomReset stimulation

Pau Clusella pau.clusella@upf.edu Emergence of complex spatiotemporaloscillations in large-scale brain networks

AnaïsEspinoso

anais.espinoso@upf.edu

Studying phase variability andsynchronization in the dynamics ofelectroencephalographic recordingsfrom epilepsy patients

KonstantinosSpiliotis

konstantinos.spiliotis@uni-rostock.de

Deep brain stimulation for movementdisorder treatment: Exploring frequency-dependent efficacy in a computationalnetwork model

CS03: Brain networks

Alanna Hoyer-Leitzel

ahoyerle@mtholyoke.edu Rethinking the Definition ofRate-Induced Tipping

Jorge Tredicce massimo.giudici@inphyni.cnrs.fr

Testing Critical Slowing Down asa Bifurcation Indicator in a Low-dissipation Laser System

MatheusLazarotto

matheus.lazarotto@usp.br Chaotic dynamics in an opticallattice

Martin Heßler m_hess23@wwu.de Bayesian on-line anticipation ofcritical transitions

ArneVanhoyweghen

arne.vanhoyweghen@vub.be Ergodicity and the dynamics ofhuman decision making

Thomas Bury thomas.bury@mcgill.ca Deep learning for early warningsignals of bifurcations

CS04: Critical transitions and tipping

SatoshiSunada

sunada@se.kanazawa-u.ac.jp

Physical deep learning based ondynamical systems

PedroLencastre

pedro.lencastre.silva@gmail.com

Searching for intermittent processes instochastic eye-gaze trajectories

HenrikWeyer

henrik.weyer@physik.lmu.de

Wavelength selection by interruptedcoarsening in reaction–diffusion systems

VladimirKrajnak

v.krajnak@bristol.ac.uk Reactive islands framework for systemswith three degrees of freedom

LinaMarcelaRuiz Galvis

lina.ruiz2@udea.edu.co Study and modeling of filtering ofbiological noise by gene regulatorynetworks in animal development

DimitriDanulussiAlvesCosta

dimitri.d.costa@gmail.com Properties of the extended time-delayed feedback control under modelmismatches

JohannHerault

johann.herault@imt-atlantique.fr

Gait transition induced byhydrodynamic sensory feedback andcentral pattern generators in ananguilliform swimming robot

CS05: Control techniques

DanielCooney

dbcooney@sas.upenn.edu

Long-Time Behavior of a PDE ReplicatorEquation for Multilevel Selection in Group-Structured Populations

ShubhadeepSadhukhan

shubhasports@gmail.com

Coevolution of cooperation andsynchronization: Averting migrationdilemma

ChristopherGriffin

griffinch@psu.edu Generalized Hamiltonian Dynamics andChaos in Evolutionary Games on Networks

Luca Barberi luca.barberi@unige.ch Mechanochemical pattern formation incells

MarcelloBudroni

mabudroni@uniss.it Structure vs dynamics: controllingchemical communication in arrays ofdiffusively coupled micro-oscillators viacompartimentalization properties

BradlyAlicea

balicea@openworm.org

Game Theory of DevelopmentalProcesses

CS06: Games, development, pattern formation

MichaelteVrugt

michael.tevrugt@uni-muenster.de

Effects of social distancing and isolation onepidemic spreading modeled viadynamical density functional theory

Sarah Fay scfay@mit.edu Simple Control for Complex Pandemics

JasonHindes

jmh486@cornell.edu Extreme outbreak dynamics

DavideFaranda

davide.faranda@cea.fr Asymptotic Estimates of Sars-CoV-2 InfectionCounts and Their Sensitivity to StochasticPerturbation in SEIR Models

MaíraAguiar

maguiar@bcamath.org

The role of mild and asymptomaticinfections on COVID-19 vaccinesperformance: a modeling study

DanielJonas

djonas25@gmail.com A Mathematical Model of Immunity andTolerance of Disease

CS07: Epidemiology

MauricioDiaz

mauricio.diazraby@gmail.com

Levels for properties of topologicaldynamical in the Context of CellularAutomatas

DongchenLi

dongchen.li@foxmail.com Persistence of HeterodimensionalCycles

AndrewBurbanks

andrew.burbanks@port.ac.uk Computer-assisted proof of theexistence of renormalisation fixedpoints

RaphaelGerlach

rgerlach@math.upb.de On the Approximation of Parameter-Dependent Attractors of Infinite-Dimensional Systems

SishuShankarMuni

s.muni@massey.ac.nz Globally Resonant HomoclinicTangencies

FabioRevuelta

fabio.revuelta@upm.es Lagrangian descriptors and regularmotion

CS08: Theoretical Dynamical Systems

Angxiu Ni niangxiu@math.berkeley.edu

Fast linear response algorithm fordifferentiating stationary measures ofchaos

MelvynTyloo

melvyn.tyloo@gmail.com Reconstructing Network Structures fromPartial Measurements

LeonhardSchülen

l.schuelen@campus.tu-berlin.de

Bifurcation mechanisms behind solitarystates in neural networks

AndrewFlynn

andrew_flynn@umail.ucc.ie From seeing double to chaoticitinerancy with a multifunctional reservoircomputer

CarloLaing

c.r.laing@massey.ac.nz Effects of degree distributions in randomnetworks of type-I neurons

RainerEngelken

re2365@columbia.edu Quantifying dynamic stability and signalpropagation: Lyapunov spectra ofrecurrent neural networks

BulcsúSándor

bulcsu.sandor@ubbcluj.ro Representing and characterizingcomplex dynamics by state-transitionnetworks

CS09: Networks

StefanRuschel

stefan.ruschel@auckland.ac.nz Pulse reverberation with excitablemicro-lasers

ThomasSeidel

thomas.seidel@uni-muenster.de

Manipulation of Temporal LocalizedStructures in a VECSEL With OpticalFeedback

HiroakiIshikawa

21wd2101@student.gs.chiba-u.jp

Motion of the source and insertparticles driven by the surface tensiongradient and lateral capillaryinteraction

RyugoIwami

r.iwami.692@ms.saitama-u.ac.jp

Decision making based on modecompetition dynamics in a multimodesemiconductor laser with opticalfeedback

GeorgiaHimona

gkomin@central.ntua.gr Isochrons, Phase Response andSynchronization Dynamics of OpticallyInjected Lasers

RadivojePrizia

radeprizia@gmail.com Experimental observation of violentrelaxation in a nonlinear opticalsystem

CS10: Optical systems

JulianFritzsch

julian.fritzsch@etu.unige.ch Long Wavelength Coherence in Well-Connected Power Grids

NarcicegiKiran

narcicegi.kiran@khas.edu.tr

The response of network dynamics tolink modification

IoanaTriandaf

ioana.triandaf@nrl.navy.mil Delay Induced Swarm PatternBifurcations in Mixed Reality Experiments

StamatisChristou

gkomin@central.ntua.gr Controllable complex oscillatorydynamics of the fundamentaloptomechanical oscillator

JoeRowlandAdams

adamsj3@lancaster.ac.uk Modelling open systems with networksof nonautonomous phase oscillators

Axel Hutt axel.hutt@inria.fr Coherence resonance in Erdös-Rényinetworks describes the induction ofcortical gamma activity

CS11: Oscillators: applications

YoungminPark

ypark@brandeis.edu High-Order Accuracy Computation ofCoupling Functions for Strongly CoupledOscillators

ElenaRybalova

rybalovaev@gmail.com

Impact of interlayer coupling type in anetwork of FitzHugh-Nagumo oscillators in theregimes of chimeras and solitary states

CamillePoignard

camille.poignard@gmail.com

Self-Induced Synchronisation by large delay

AnkitSahay

ankitsahay02@gmail.com

Coupled behavior of oscillators underasymmetric forcing

Iván León ivleon@ifca.unican.es The Kuramoto model with higher-orderinteractions: secondary instabilities andcollective chaos

RokCestnik

rokcestn@uni-potsdam.de

Low dimensional description of largeoscillatory ensembles beyond the Ott-Antonsen manifold

CS12: Oscillators: Synchronization

SalambôDago

salambo.dago@ens-lyon.fr Information and thermodynamics:fast and precise approach to theLandauer's bound in anunderdamped micro-mechanicaloscillator

IngoRehberg

Ingo.Rehberg@uni-bayreuth.de

Overload dynamics of a magneticgear with two cogging-freeoperation modes

FrancescoBoccardo

francesco.boccardo@univ-lyon1.fr

Controlling the shape of clusters witha macroscopic field

LouKondic

kondic@njit.edu Modeling liquid crystal films onnanoscale

ElramFigueroa

elram.figueroa.a@mail.pucv.cl Numeric model of experimental frontmicrorheology using a non-linearKlein-Gordon equation

JulyanCartwright

julyan.cartwright@csic.es Nonlinear dynamics determines thethermodynamic instability ofcondensed matter in vacuo

CS13: Mechanics, statistical physics andcondensed matter

EoinO'Sullivan

114490752@umail.ucc.ie Rate-Induced Tipping of the CompostBomb: Sizzling Summers, MetastableZombie Fires and Heteroclinic Canards

JenCreaser

j.creaser@exeter.ac.uk Circadian Re-entrainment DynamicsOrganised by Global Invariant Manifolds

NinaSviridova

nina.svr@rs.tus.ac.jp Effect of recording length on theextraction of the photoplethysmogramdynamical characteristics by recurrencequantification analysis.

BereniceRojo-Garibaldi

bendscuevas@gmail.com Local Lyapunov exponents of ENSOEvents of Coastal Temperatures in theSouth-Eastern Pacific

EldadAfik

eafik@caltech.edu Intrinsic Rhythms in a Giant Single-CelledOrganism and the Interplay with Time-Dependent Drive, Explored via Self-Organized Macroscopic Waves

ConnahJohnson

c.johnson.6@warwick.ac.uk Modelling environmental-metabolicfeedback in spatially distributed bio-films

CS14: Natural rhythms

DasSuddhasattwa

iamsuddhasattwa@gmail.com

Dynamics in the learning ofdynamical systems

MassimoCencini

massimo.cencini@cnr.it Effective models andpredictability of chaotic multiscalesystems via machine learning

Bálint Kaszás bkaszas@ethz.ch Universal upper estimate forprediction errors under moderatemodel uncertainty

FrancescoBorra

francesco.borra@uniroma1.it Using machine-learning modelingto understand macroscopicdynamics in a system of coupledmaps

MicheleMugnaine

mmugnaine@gmail.com Dissipation in the standardnontwist map: the route to chaosand the coexistence of attractors

CarmenMazijn

carmen.mazijn@vub.be Can we evaluate the fairness of adecision-making algorithm basedon its internal dynamics?

CS15: Predictability, learning, estimation

ClaudioFalcón

cfalcon@uchile.cl Enhanced wave damping ina sloshing experiment: theweakly non-linear case

AlessandraSabinaLanotte

alessandrasabina.lanotte@cnr.it Dynamics of a vortex latticein a nonequilibrium polaritonsuperfluid

SumithraReddy Yerasi

yerasisumitra@gmail.com Spirographic motion in avortex

YvonneAlamaBronsard

yvonne.alama_bronsard@upmc.fr Low regularity integrators forthe Gross-Pitaevskii equation

Renzo Ricca renzo.ricca@unimib.it Twist effects of quantumvortex defect

Yuchen He amin.chabchoub@sydney.edu.au

Experiments on ExtremeWave Events in the Vicinity ofReflective Beaches

CS16: Waves and vortices

ElizabethBradley

michaelneuder@g.harvard.edu

Detection of Local Mixing in Time-Series Data Using Permutation Entropy

YuzuruKato

kato.y.bg@m.titech.ac.jp Koopman operator and phase andamplitude functions for stochasticoscillators

MattiaCenedese

mattiac@ethz.ch Data-driven low-dimensionalnonlinear models on spectralsubmanifolds

NicholasBarendregt

nicholas.barendregt@colorado.edu

Adaptive Bayesian Inference ofMarkov Transition Rates

ManuelSantosGutiérrez

m.santos@pgr.reading.ac.uk Reduced-order models for coupleddynamical systems: data-driven andthe Koopman Operator

DeannaEasley

deasley2@gmu.edu Generalizing the Unscented EnsembleTransform to Higher Moments

CS17: Data analysis and data-driven modelling

Jane Pratt jpratt.gsu@gmail.com Diffusion and dispersion in anisotropicmagnetohydrodynamic turbulence

PawanKumar

pawandahiya4@gmail.com

Self-organized patterning on the softtubular structure

SamarjeetSingh

samarjeet.singh448@gmail.com

Change of criticality in a turbulentannular combustor

Marios-AndreasNikolaidis

mnikolaidis@phys.uoa.gr Synchronization of low Reynoldsnumber plane Couette turbulence

Xiaoliang He Sourabh.Apte@oregonstate.edu

Clustering of Inertial Particles inTurbulent Flow Through a Face-Centered Cubic Cell

DwightBarkley

D.Barkley@warwick.ac.uk The mechanics of finite-time blowup inan Euler flow

SiddharthaMukherjee

siddhartha19@gmail.com Active turbulence, a Lévy walk awayfrom inertial

CS18: Turbulence