Pozitif Reel Fonksiyonlar için Devre Uygulamaları

Matematik biliminde sıklıkla kullanılan ve birçok mühendislik alanında yararlanılan pozitif reel

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  • Azeroǧlu, T. A., & Örnek, B. N. (2013). A refined Schwarz inequality on the boundary. Complex Variables and Elliptic Equations, 58(4), 571-577.
  • Goluzin, G. M. (1969). Geometric theory of functions of a complex variable (Vol. 26). American Mathematical Soc.
  • Huang, T. (1965). Some Mapping Properties of RC and RL Driving-Point Impedance Functions. IEEE Transactions on Circuit Theory, 12(2), 257-259.
  • Krueger, R. J., & Brown, D. P. (1969). Positive real derivatives of driving point functions. Journal of the Franklin Institute, 287(1), 51-60.
  • Osserman, R. (2000). A sharp Schwarz inequality on the boundary. Proceedings of the American Mathematical Society, 128(12), 3513-3517.
  • Örnek, B. N., & Düzenli, T. (2018). A Boundary Analysis for Derivative of Driving Point Impedance Functions. IEEE Transactions on Circuits and Systems II: Express Briefs.
  • Reza, F. M. (1962). A bound for the derivative of positive real functions. SIAM Review, 4(1), 40-42.
  • Richards, P. I. (1947). A special class of functions with positive real part in a half-plane. Duke Mathematical Journal, 14(3), 777-786.
  • Van Der Pol, B. (1937). A new theorem on electrical networks. Physica, 4(7), 585-589.