Amplifiers with Maximum Bandwidth

I81 REFERENCES [lo] A. Fialkow and I. Gerst, ‘The transfer function of networks R. P. Sallen and E. L. Key, “A practical method of designing RC without mutual reactance,” Quot. AppZied Math., vol. 12, pp. active filters,” IEEE Trans. Circuit Theory, vol. CT-2, pp. 74-85, 117-131, July 1954. Mar. 1955. [l 1) E. A. Guillemin, Synthesis of Pas&e Networhx New York: A. S. Sedra. “Generation and classification of sinale amolifier Wiley, 1957. filters,” Int. j. &cuit Theory Appl:, vol. 2, pp. 51-67,kar. 1’974. P. E. Fleischer, “Sensitivity mllllmization in a single amplifier biquad circuit,” IEEE Trans. Circuit and Systems, vol. CAS-23, pp. 45-55, Jan. 1976. G. S. Moshytz, “Gain sensitivity product: A figure of merit for hybrid integrated filters using single operational amplifiers,” IEEE J. Solid State Circuit, vol. SC-6, pp. 103-110, June 1971. S. S. Hakim, “Synthesis of RC active filters with prescribed pole sensitivity,” Proc. IEEE, vol. 112, pp. 2235-2242, Dec. 1965. A. Fialkow and I. Gerst, “The transfer function of general two terminal-pair RC networks,” Quat. Applied Math. vol. 10, pp. 113-127, July 1952. S. K. Mitra, Ana&sis and $vnthesis of Linear Actioe Networks. New York: Wiley, 1969, chap. 5. W. M. G. Van Bokhoven. “Sensitivitv bounds and exolicit oolvnomial decomposition for biquad&tic single-ampl&er &t&e $~t, in Proc. 1976 IEEE Int’l Symp. on CAS, Apr. 1976, pp.