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Bu calismada, Schwarz lemmasinin bir sinir versiyonu, suren nokta empedans fonksiyonlari icin sanal eksen uzerindeki s=0  noktasinda degerlendirilmistir. Buna gore, Z(0)=0  kosulu altinda, Z(s) fonksiyonunun turevinin modulu asagidan degerlendirilmistir. Burada, elde edilen esitsizliklerde, Z(s)=beta+c1(s-alfa)+....   fonksiyonunun Taylor acilimindaki ,  Z(alfa), c1 ve c2 katsayilari kullanilmistir. Ayni zamanda, bu esitsizliklerin keskinligi ispatlanmistir.

Some Remarks on Positive Real Functions and Their Circuit Applications