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Free Boundary Problems and Related Topics
By Cambridge University
Free Boundary Problems and Related Topics episodes
- Shapes of charged drops in an electric field and Rayleigh jetsFontelos, M (ICMAT)Monday 23 June 2014, 15:20-15:5033 min
- 27 min
- Some Free Boundary Problems for Flows at high ReOckendon, J (University of Oxford)Monday 23 June 2014, 14:50-15:2029 min
- Plenary Lecture 6: On Boltzmann-type and Free Boundary Models for Price FormationMarkowich, P (KAUST)Wednesday 25 June 2014, 10:20-11:0552 min
- Plenary Lecture 7: Double obstacle phase field approach for an elliptic inverse problem with discontinuous coefficientsDeckelnick, K (Otto-von-Guericke-Universität Magdeburg)Wednesday 25 June 2014, 13:30-14:1539 min
- Plenary Lecture 1: How a Volvox embryo turns itself inside outGoldstein, R (University of Cambridge)Monday 23 June 2014, 10:00-10:4548 min
- A classical Perron method for existence of smooth solutions to boundary value & obstacle problems for boundary-degenerate elliptic operators via holomorphic mapFeehan, P (Rutgers, The State University of New Jersey)Thursday 19 June 2014, 14:00-15:001 hr 6 min
- Plenary Lecture 3: Free Boundaries and Fluid Mixing at the Micro LevelGlimm, J (Stony Brook University)Monday 23 June 2014, 13:30-14:1544 min
- Modelling the Growth of Tyndall StarsLacey, A (Heriot-Watt University)Thursday 19 June 2014, 15:15-16:1551 min
- Plenary Lecture 2: Unstaedy non-uniform base states and their stabilityWagner, B (Technische Universität Berlin)Monday 23 June 2014, 11:30-12:1546 min
About Free Boundary Problems and Related Topics
From the publisher's feed
Free boundary problems are today considered as one of the most important directions in the mainstream of the analysis of partial differential equations (PDEs), with an abundance of applications in various sciences and real world problems. In the last two decades, various new ideas, techniques, and methods have been developed, and new important, challenging problems in physics, engineering, industry, finance, biology, and other areas have arisen.
The topics of this programme are at the forefront of current exciting developments. We realise that there have been few activities on free boundary problems in recent decades in the UK. We strongly believe that a thematic programme at the Newton Institute will have a huge impact on the development of FBPs from all points of view. The programme is directed towards theory, numerics and applications. It will further enhance the interaction between UK mathematicians and top international researchers in this field and strengthen the UK expertise in FBPs.
Read more at www.newton.ac.uk/programmes/FRB/
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