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How to translate 4-port S-parameters to hybid-p in ADS

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flamingo

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In Peeter's Paper"High-frequency measurement procedure for differential building blocks", the differential h-parameters can be associated with the most important parameters used in the design of fully differential opamps. The paper also give the equations on how to translate the 4port SP to HP, but the explicit solutions are a little fussy, and not given out directly. My ideal is to write a program (or design a macro-model) embedded into ADS used as the complex resolution. I don't know whether ADS can do the job and HOW TO!! Is there anyone have this kind of experence? thank you in adanve!
 

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