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LOGARITHMIC CAPACITY UNDER CONFORMAL MAPPINGS OF THE UNIT DISCLOGARITHMIC CAPACITY UNDER CONFORMAL MAPPINGS OF THE UNIT DISC

Other Titles
LOGARITHMIC CAPACITY UNDER CONFORMAL MAPPINGS OF THE UNIT DISC
Authors
정보현
Issue Date
2010
Publisher
충청수학회
Keywords
conformal mapping; modulus
Citation
충청수학회지, v.23, no.3, pp.463 - 470
Journal Title
충청수학회지
Volume
23
Number
3
Start Page
463
End Page
470
URI
https://scholarworks.bwise.kr/hongik/handle/2020.sw.hongik/21198
ISSN
1226-3524
Abstract
If P(f,r) is the set of endpoints of radii which have length greater than or equal to r > 0 under a conformal mapping f of the unit disc. Then for large r, the logarithmic capacity of P(f,r), 1/2√r ≤ cap(P(f,r))≤ k/√r. Where k is the positive constant.
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교학처 > 교양과(세종) > 1. Journal Articles

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