Mathematics, 20.02.2020 23:23 kataldaine
Let f(z) be a continuous function on a domain D. Show that if f(z) has the mean value property with respect to circles, as defined above, then f(z) has the mean value property with respect to disks, that is, if Zo E D and Do is a disk centered at Zo with area A and contained in D, then f(zo)
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Let f(z) be a continuous function on a domain D. Show that if f(z) has the mean value property with...
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