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Date: 10-10-2019
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Date: 13-9-2019
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Date: 17-9-2019
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Let be analytic on a domain
, and assume that
never vanishes. Then if there is a point
such that
for all
, then
is constant.
Let be a bounded domain, let
be a continuous function on the closed set
that is analytic on
, and assume that
never vanishes on
. Then the minimum value of
on
(which always exists) must occur on
. In other words,
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REFERENCES:
Krantz, S. G. "The Minimum Principle." §5.4.3 in Handbook of Complex Variables. Boston, MA: Birkhäuser, p. 77, 1999.
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إدارة الغذاء والدواء الأميركية تقرّ عقارا جديدا للألزهايمر
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شراء وقود الطائرات المستدام.. "الدفع" من جيب المسافر
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ضمن مؤتمر الإمام الحجّة (عجّل الله فرجه).. بحث علميّ يفسّر العمق الدّلاليّ في توقيع السمريّ
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