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| == EADS Corporate Foundation International Teaching and Research Chair: "Mathematics Of Complex Systems" == | ## page was renamed from FrontPage = Airbus International Teaching and Research Chair on "Mathematics Of Complex Systems" = |
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| The EADS Chair, entitled “mathematics of complex systems,” jointly with TIFR-CAM aims to develop innovative research involving theoretical, applied, and computational work in the general areas of control theory, data assimilation, dynamical systems, optimal design problems, inverse problems, stochastic analysis and numerical methods, turbulence, and other related areas. The incumbents of the Chair are Prof Spenta Wadia (ICTS-TIFR) and Prof Mythily Ramaswamy. Some of the main research themes are | {{attachment:eads-logo.jpg | alt picture | align="right"}} |
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| * Dynamical systems, stochastic analysis, and data assimilation * Homogenization and inverse problems * Control and stabilization of complex systems * Numerical schemes for fluid flows and Uncertainty Quantification * Inertial particles in turbulent flows |
The Chair on '''mathematics of complex systems''' is supported by [[http://www.airbuscorporatefoundation.com|Airbus Corporate Foundation]]. The Chair is jointly managed by [[http://math.tifrbng.res.in|TIFR-CAM]] and [[http://www.icts.res.in|ICTS]]. It aims to develop innovative research involving theoretical, applied, and computational work in the general areas of control theory, data assimilation, dynamical systems, optimal design problems, inverse problems, stochastic analysis and numerical methods, turbulence, and other related areas. The incumbents of the Chair are Prof Mythily Ramaswamy and Prof Spenta Wadia (ICTS-TIFR). Some of the main research themes are * Dynamical systems, stochastic analysis, and data assimilation * Homogenization and inverse problems * Control and stabilization of complex systems * Numerical schemes for fluid flows and Uncertainty Quantification * Inertial particles in turbulent flows |
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| * Astrophysical relativity * Data assimilation and dynamical systems * Statistical physics and turbulence |
* Astrophysical relativity * Data assimilation and dynamical systems * Statistical physics and turbulence For more information on ICTS activities, visit their website [[http://www.icts.res.in/eads_chair|here]]. |
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| * Homogenization and inverse problems * Control and stabilization of complex systems * Numerical schemes for fluid flows and Uncertainty Quantification * Probability theory and stochastic processes |
* Homogenization and inverse problems * Control and stabilization of complex systems * Numerical schemes for fluid flows and Uncertainty Quantification * Probability theory and stochastic processes |
Airbus International Teaching and Research Chair on "Mathematics Of Complex Systems"
The Chair on mathematics of complex systems is supported by Airbus Corporate Foundation. The Chair is jointly managed by TIFR-CAM and ICTS. It aims to develop innovative research involving theoretical, applied, and computational work in the general areas of control theory, data assimilation, dynamical systems, optimal design problems, inverse problems, stochastic analysis and numerical methods, turbulence, and other related areas. The incumbents of the Chair are Prof Mythily Ramaswamy and Prof Spenta Wadia (ICTS-TIFR). Some of the main research themes are
- Dynamical systems, stochastic analysis, and data assimilation
- Homogenization and inverse problems
- Control and stabilization of complex systems
- Numerical schemes for fluid flows and Uncertainty Quantification
- Inertial particles in turbulent flows
The following research groups of ICTS are involved in the activities of the EADS chair.
- Astrophysical relativity
- Data assimilation and dynamical systems
- Statistical physics and turbulence
For more information on ICTS activities, visit their website here.
The following research groups of CAM are involved in the activities of the EADS chair.
- Homogenization and inverse problems
- Control and stabilization of complex systems
- Numerical schemes for fluid flows and Uncertainty Quantification
- Probability theory and stochastic processes