Jul 19, 2021
Monday
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07:30 AM - 08:30 AM
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Geometric function theory and quasiconformal maps: Lecture 1
Mario Bonk (University of California, Los Angeles), Steffen Rohde (University of Washington), Fredrik Viklund (Royal Institute of Technology)
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- Location
- --
- Video
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- Abstract
The course will introduce students to basic concepts and techniques in geometric function theory and quasiconformal mapping of relevance in random conformal geometry. Topics include: distortion estimates for conformal maps, extremal length, harmonic measure and Brownian motion, the Loewner equation, the Beltrami equation, the geometric and analytic definitions of quasiconformal map, basic properties of quasiconformal maps, applications such as Teichmuller theory and complex dynamics.
- Supplements
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09:00 AM - 10:00 AM
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Geometric function theory and quasiconformal maps: Lecture 2
Mario Bonk (University of California, Los Angeles), Steffen Rohde (University of Washington), Fredrik Viklund (Royal Institute of Technology)
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- Location
- --
- Video
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- Abstract
The course will introduce students to basic concepts and techniques in geometric function theory and quasiconformal mapping of relevance in random conformal geometry. Topics include: distortion estimates for conformal maps, extremal length, harmonic measure and Brownian motion, the Loewner equation, the Beltrami equation, the geometric and analytic definitions of quasiconformal map, basic properties of quasiconformal maps, applications such as Teichmuller theory and complex dynamics.
- Supplements
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Jul 20, 2021
Tuesday
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09:00 AM - 10:00 AM
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Geometric function theory and quasiconformal maps: Lecture 3
Mario Bonk (University of California, Los Angeles), Steffen Rohde (University of Washington), Fredrik Viklund (Royal Institute of Technology)
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- Location
- --
- Video
-
- Abstract
The course will introduce students to basic concepts and techniques in geometric function theory and quasiconformal mapping of relevance in random conformal geometry. Topics include: distortion estimates for conformal maps, extremal length, harmonic measure and Brownian motion, the Loewner equation, the Beltrami equation, the geometric and analytic definitions of quasiconformal map, basic properties of quasiconformal maps, applications such as Teichmuller theory and complex dynamics.
- Supplements
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Jul 22, 2021
Thursday
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07:30 AM - 08:30 AM
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Geometric function theory and quasiconformal maps: Lecture 4
Mario Bonk (University of California, Los Angeles), Steffen Rohde (University of Washington), Fredrik Viklund (Royal Institute of Technology)
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- Location
- --
- Video
-
- Abstract
The course will introduce students to basic concepts and techniques in geometric function theory and quasiconformal mapping of relevance in random conformal geometry. Topics include: distortion estimates for conformal maps, extremal length, harmonic measure and Brownian motion, the Loewner equation, the Beltrami equation, the geometric and analytic definitions of quasiconformal map, basic properties of quasiconformal maps, applications such as Teichmuller theory and complex dynamics.
- Supplements
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Jul 23, 2021
Friday
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09:00 AM - 10:00 AM
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Geometric function theory and quasiconformal maps: Lecture 5
Mario Bonk (University of California, Los Angeles), Steffen Rohde (University of Washington), Fredrik Viklund (Royal Institute of Technology)
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- Location
- --
- Video
-
--
- Abstract
The course will introduce students to basic concepts and techniques in geometric function theory and quasiconformal mapping of relevance in random conformal geometry. Topics include: distortion estimates for conformal maps, extremal length, harmonic measure and Brownian motion, the Loewner equation, the Beltrami equation, the geometric and analytic definitions of quasiconformal map, basic properties of quasiconformal maps, applications such as Teichmuller theory and complex dynamics.
- Supplements
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Jul 26, 2021
Monday
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07:30 AM - 08:30 AM
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Geometric function theory and quasiconformal maps: Lecture 6
Mario Bonk (University of California, Los Angeles), Steffen Rohde (University of Washington), Fredrik Viklund (Royal Institute of Technology)
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- Location
- --
- Video
-
--
- Abstract
The course will introduce students to basic concepts and techniques in geometric function theory and quasiconformal mapping of relevance in random conformal geometry. Topics include: distortion estimates for conformal maps, extremal length, harmonic measure and Brownian motion, the Loewner equation, the Beltrami equation, the geometric and analytic definitions of quasiconformal map, basic properties of quasiconformal maps, applications such as Teichmuller theory and complex dynamics.
- Supplements
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