Some prominent characteristics of the modified inverse Chebyshev function

The modified inverse Chebyshev function exhibits progressively diminishing ripples in the stopband. The modified inverse Chebyshev function can be realizable using the doubly-terminated ladder network for the order n even or odd. Besides the doubly-terminated ladder network realizability, lower pole-Q values of the modified inverse Chebyshev function are accountable for improved time delay characteristic, preferable time domain performance, and low pole-Q sensitivity as compared with the classical inverse Chebyshev function.