Condorcet with dual dropping

Condorcet with dual dropping is a Condorcet method that determines the social order (ranking of candidates) by Schulze and Ranked pairs, and returns the social order with the smallest Kemeny distance.

It passes the Smith criterion.

Example
This example is due to Adam Tarr:

The Ranked Pairs outcome is B>A>D>C while the Schulze outcome is A>B>D>C. Of these, the Ranked Pairs order overturns one more voter than the Schulze order, so A is the winner.