MS01 – Spacetime models of gravity in space geolocation and acoustics
MS02 – Applied mathematics in stent development
MS03 – Moving boundary problems in industrial applications
MS04 – Return of experience from Study Groups
MS05 – Fluid instabilities and transport phenomena in industrial processes
MS06 – Advanced numerical methods for hyperbolic problems
MS07 – The treatment of singularities and defects in industrial applications
MS08 – Mathematics in nanotechnology
MS09 – Aeroacoustics
MS10 – Simulation and optimization of water and gas networks
MS11 – Mathematical modeling and simulation for nanoelectronic coupled problems (nanoCOPS)
MS12 – Advanced numerical methods for evolutionary PDEs and applications
MS13 – Big data in agriculture
MS14 – EU-MATHS-IN: success stories of mathematical technologies in societal challenges and industry
MS15 – Towards translational pharmacology: the fair share of mathematical sciences
MS16 – Recent developments and applications of isogeometric methods
MS17 – MODCLIM – Erasmus+ project
MS18 – 8 years of east African technomathematics
MS19 – Theoretical and practical aspects of photoacoustic imaging
MS20 – Computational electromagnetism
MS21 – New developments in models of traffic and crowds
MS22 – Shape and size in biomedicine, industry and materials science: an ECMI special interest group
MS23 – Charge transport in semiconductor materials: emerging and established mathematical topics
MS24 – Masters in industrial mathematics. Overview and analysis of graduates and business collaborators
MS25 – Recrystallization of Si for thin film solar cells: experiments, modelling and numerical simulations
MS26 – Stochastic inverse problems
MS27 – 10 years of Portuguese Study Groups with industry
MS28 – Finite volume schemes for degenerate problems
MS29 – Differential equation models of propagation processes
MS30 – Nonlinear diffusion processes: cross diffusion, complex diffusion and related topics
MS31 – Mathematics for industry network (MI-NET) – opportunities for participation
MS33 – Mathematical modeling and numerical simulation in controlled drug release
MS34 – Mathematical modeling of charge transport in graphene and low dimensional structure
MS35 – Effective solutions for industry using mathematical technology
MS36 – Mathematics behind volcanic processes
MS37 – Maths for the digital factory
MS38 – Maths in HORIZON 2020 and beyond
MS39 – Stochastic PDEs and uncertainty quantification with applications in engineering
MS40 – Computational methods for finance and energy market