Approval voting

Fri 22 April 2022
Children approving their teacher (Photo credit: Wikipedia)

This article is an update of the the previous one. It adds the approval voting method and fix few errors.

Method explanation

Each voter can apprrove as many candidate as he wants. It can be seen as a majority judgement with only two possible notes. It can also be presented as the same process as a time management system (such as doodle).

Implementation

To compare with other methods, I start with the ballots for majority judgment and for each ballot approve all candidates whose note is above a threshold.

def jm_to_approval(jm_vote):
    """transform vote for "juement majoritaire" to approval list."""
    notes = MajorityJudgement.notes
    values = dict(zip(notes, range(7)))
    return [name for name, appr in jm_vote.items() if values[appr] < 4]

For the rest, simple counters are enough:

  • to count number for each candidate
  • to count the total number of voters

Graphical representation rely on plot bar.

Results

The results can be different from the one from other voting methods. I'm surprised by the difference between Borda method and approval method. In Borda method, the candidates after the third one have really few points compared to the first ones. In the approval method, if a voter approve 4 candidates, all those candidates have the same approval (no distinction between them).

Approval method
Borda method (same votes)

This may also come from the threshold I put. I choose this threshold because I think a voter approve all the OK. Nevertheless, it seems the number of approval (archive) can be less than expected (less than 2 approval in average). I find this number really really low. Perhaps it is due to the political offer that does not correspond to voters expectations.

Category: python Tagged: geopolitics python vote


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Bird's cache (Photo credit: Wikipedia)

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Let's use the following use case:

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Category: how to Tagged: python cache weakref

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Asynchronous process results waiting (Photo credit: Wikipedia)

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Kawasukune-jinja (Photo creadit: Wikipedia)

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Category: LaTeX Tagged: python LaTeX Jinja

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Graph database representation (Photo credit: Wikipedia)

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Wikipedia - Wikidata relationship

Wikidata items are made to …

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Second order differential equation (Photo credit: Wikipedia)

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Simple equation

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\begin{equation*} \frac{\partial{f}}{\partial{t}} = a \times f …

Category: maths Tagged: python maths equation

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Zombie favorite food warning (Photo credit: wikipedia)

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