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Sensitivity Invariants of Continuously Equivalent Networks

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2 Author(s)

Two simple sensitivity invariants are derived for continously equivalent networks. The first one states that the sum of sensitivities with respect to all elements in a network is invariant under continuously equivalent transformation. The second one states that the individual sensitivity for capacitances and inductances is invariant if there are no capacitance loops and inductance cut-sets in a network.

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Circuit Theory, IEEE Transactions on  (Volume:15 ,  Issue: 3 )