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Date: 24-5-2018
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Date: 11-6-2018
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Date: 21-5-2018
672
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Let a function be continuous on an open set . Then is said to have the -property if, for each , there exists an such that , where is a closed disk, and for every ,
If has the mean-value property, then is harmonic.
REFERENCES:
Krantz, S. G. "The Mean Value Property on Circles." §7.4.1 in Handbook of Complex Variables. Boston, MA: Birkhäuser, p. 94, 1999.
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دراسة تحدد أفضل 4 وجبات صحية.. وأخطرها
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جامعة الكفيل تحتفي بذكرى ولادة الإمام محمد الجواد (عليه السلام)
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