Abstract: "We prove the following convexity property for supremum norms of harmonic functions. Let [omega] be a domain in R[superscript n], [omega]0 and E a subdomain and a compact subset of [omega], respectively. There exists a constant [alpha] = [alpha](E, [omega]0, [omega]) [element of] (0,1] such that for all harmonic functions u on [omega] the inequality [formula] is valid. The case of concentric balls [omega]0 [contained within] E [contained within] [omega] plays a key role in the proof. For positive harmonic functions on such balls we determine the sharp constant [alpha] in the inequality."
Abstract: "We prove the following convexity property for supremum norms of harmonic functions.
Development strategies for education and job opportunity for the young generation in the eastern part of Indonesia.
Development strategies for education and job opportunity for the young generation in the eastern part of Indonesia.
| 2015-30766-0004 |
Tersedia di Pustaka Garegeh - UIN Sjech M. Djamil Djambek Bukittinggi
|
| 2015-30766-0003 |
Tersedia di Pustaka Garegeh - UIN Sjech M. Djamil Djambek Bukittinggi
|
| 2009-2141.002 |
Tersedia di Pustaka Garegeh - UIN Sjech M. Djamil Djambek Bukittinggi
|
| 2009-2141.001 |
Tersedia di Pustaka Garegeh - UIN Sjech M. Djamil Djambek Bukittinggi
|
Imaginc & Learn with Paco: Squarc One HMK 16007 1 205. ISBN 978-979-27-
0999-5. Naskah oleh Vera Jasini Putri. Ilustrasi oleh Chaerudin. ' 2007 PT Elex
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