A definition of the quality factor 

 and the resonant angle 

 for discrete-time networks is presented. The definitions are based on the bilinear transform. Using this transform, the selectivity properties for discrete-time networks, such as switched capacitor (SC) and digital filters, are consistent with analog networks. Expressions for 

 and 

 in terms of polar coordinate parameters 

 and 

 for a complex-conjugate pole pair and 

 and 

 for real-axis poles are given as well as the inverse relations. Canonic expressions for generic forms of a biquadratic function are also given. Finally, an accurate method for measurement of the parameters in second-order SC-filters and digital filters implemented in software is described.