Abstract
A family of linear two-port unconditional stability criteria is presented, which is specified in terms of a single necessary and sufficient condition involving a single parameters. Based on the commonly employed Rollett dual conditions, the stability parameters are derived in a simple and direct manner. The family is extended to include the single-parameters deduced from the dual Rollett and generalised auxiliary conditions. Straightforward proof of the new single-parameter condition implying μ1>1 and vice versa is demonstrated. A comparison of the various criteria and μ′s is also illustrated and discussed. Three members of the single-parameter family are highlighted for being more advantageous than μ1 in different aspects.
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