Editing Schulze method (section)

=== Iterative description ===
The Schulze winner can also be constructed iteratively, using a defeat-dropping method:

# Draw a [[directed graph]] with all the candidates as nodes; label the edges with the number of votes supporting the winner.
# If there is more than one candidate left:
#* Check if any candidates are tied (and if so, break the ties by [[random ballot]]).
#* Eliminate all candidates outside the [[Schwartz set|majority-preferred set]].
#* Delete the edge closest to being tied.

The winner is the only candidate left at the end of the procedure.