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Harmonic measure Book

Harmonic measure
Harmonic measure, Recent developments in geometric measure theory and harmonic analysis have led to new and deep results concerning the regularity of the support of measures which behave ''asymptotically'' (for balls of small radius) as the Euclidean volume. A striking fea, Harmonic measure has a rating of 3 stars
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Harmonic measure, Recent developments in geometric measure theory and harmonic analysis have led to new and deep results concerning the regularity of the support of measures which behave ''asymptotically'' (for balls of small radius) as the Euclidean volume. A striking fea, Harmonic measure
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  • Harmonic measure
  • Written by author Luca Capogna,Carlos Kenig,Loredana Lanzani
  • Published by Providence, R.I. : American Mathematical Society, c2005., 2005/06/23
  • Recent developments in geometric measure theory and harmonic analysis have led to new and deep results concerning the regularity of the support of measures which behave ''asymptotically'' (for balls of small radius) as the Euclidean volume. A striking fea
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Authors

Ch. 1 Motivation and statement of the main results 1
Ch. 2 The relation between potential theory and geometry for planar domains 13
Ch. 3 Preliminary results in potential theory 39
Ch. 4 Reifenberg flat and chord arc domains 55
Ch. 5 Further results on Reifenberg flat and chord arc domains 73
Ch. 6 From the geometry of a domain to its potential theory 81
Ch. 7 From potential theory to the geometry of a domain 113
Ch. 8 Higher codimension and further regularity results 147


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Harmonic measure, Recent developments in geometric measure theory and harmonic analysis have led to new and deep results concerning the regularity of the support of measures which behave ''asymptotically'' (for balls of small radius) as the Euclidean volume. A striking fea, Harmonic measure

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Harmonic measure, Recent developments in geometric measure theory and harmonic analysis have led to new and deep results concerning the regularity of the support of measures which behave ''asymptotically'' (for balls of small radius) as the Euclidean volume. A striking fea, Harmonic measure

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Harmonic measure, Recent developments in geometric measure theory and harmonic analysis have led to new and deep results concerning the regularity of the support of measures which behave ''asymptotically'' (for balls of small radius) as the Euclidean volume. A striking fea, Harmonic measure

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