Browsing by Subject "Series infinite."
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Item Open Access On power series with one singular point at circumference of convergence(2002) Yardımcı, UmutWe obtain two refinements of Faber’s theorem related to power series with one singular point at circumference of convergence. The first one characterizes growth at the singular point in more precise scale of growth. The second one characterizes the growth at the singular point using series expansions both inside and outside the disc of convergence.