Modelling Camp, Edinburgh, March 21-24, 2016

On 21-24 March 2016, the International Centre for Mathematical Sciences (ICMS) will host a Modelling Camp.  The 3.5 day modelling camp has 3 main aims ·         To train PhD students and early career researchers in all areas of the mathematical sciences to engage in study groups and similar activities ·         […]

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ECMI Special Interest Group: Advancing the design of medical stents

Arterial stents have revolutionised the treatment of coronary heart disease (CHD). Acting as a supporting scaffold, these small mesh devices are now routinely inserted into arteries where the blood flow has become dangerously restricted. Over the past decade, arterial stents have evolved from bare metal scaffolds to polymer coated drug-delivery […]

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InFoMM UK Graduate Modelling Camp March 15-18, 2016

The EPSRC Centre for Doctoral Training in Industrially Focused  Mathematical Modelling (InFoMM CDT) is now accepting applications for the InFoMM 2016 UK Graduate Modelling Camp, Mathematical Institute, University of Oxford, 15-18 March 2016.   The Graduate Modelling Camp is a 4-day workshop that aims to provide participants with hands-on experience […]

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Open Doctoral Student Position in EU project MIMESIS

MIMESIS – Mathematics and Materials Science for Steel Production and Manufacturing is a European Industrial Doctorate (EID) project in the programme Innovative Training Networks (ITN) and part of Marie Skłodowska Curie Actions within the Horizon 2020 programme. Driven by the five partners EFD Induction in Norway; SSAB, Outokumpu, and the […]

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Co-simulation & UQ within the SIMUROM project

In many applications, coupled problems appear very naturally. For example, Fig.1 depicts a field/circuit problem, where a transformer can be modeled by a partial differential equation (PDE) and an electric circuit subsystem, which can be modeled by differential algebraic equations (DAEs). The coupled system is a PDAE [5]. A semi-discretization […]

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High order ADI schemes for option pricing problems

In financial engineering the pricing of options and derivatives is a major field of interest. The behavior of assets is in general described via stochastic differential equations (SDEs). With the help of the Ito formula options prices can be shown to be solutions of parabolic partial differential equations (PDEs). Especially if option prices are […]

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