Last
week I was meeting with some people as part of the alternative-sanction working
group in the Honor Committee where we discuss plans to change the current
single sanction system. As we were discussing everything, something came up
about the vote in 2016, which we are all very familiar with. To summarize,
there was a proposition on the ballot that would force the Committee to start
discussing multiple-sanction options. This received 58.9% of the vote but
failed to reach the 60% supermajority that is required for votes on the single
sanction. I started thinking about this in the context of the Median Voter
Theorem and thought about the reasoning for this threshold.
Before public choice, I would have
assumed that it was set at 60% to ensure that the vote was not biased by
abstentions. However, abstentions are likely to happen on both sides of the
issue, so the median voter result would still hold. In the context of public choice,
it would make sense to have this threshold based on the decision making cost
and external cost curves. Based on these costs, it is possible that minimizing
the total cost curve sets the optimal decision-making rule at 60%. It is
unclear what these exact costs are, but the curves would point to the exact percentage
of votes that minimizes costs.
There is also a third option that
the threshold is set at 60% for irrational reasons. As less than 1% of all UVA
students go through the Honor process, the external costs of this vote are low.
Contrarily, the cost of more decision making is high. The multiple sanction option
had a lot of support and a lot of time and money were put into its supporting
campaign, however they could only secure 58% of the vote. This would suggest
that the voting threshold should be lower and closer to 50%. However, we can’t
know where that exact threshold is without further researching the exact costs
of a vote. Until then, we will continue to work to get over 60% of the student
body’s vote.
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