Read about the Condorcet Method
Read about the Condorcet Method
Being simple to understand is crucial for voting systems and I would argue is the most important factor since an election without public buy-in is worse than worthless.
While I would really love to see what outcomes could be produced by a Condorcet method I can’t imagine actually implementing one without relying on computerized counting and software. This makes it impossible for volunteers to audit due to the need to audit the hardware and software of the computers doing the counting. If only security experts are capable of auditing such a system then our whole democracy is at their mercy. That’s essentially a technocracy.
"Imagine this candidate ran in a two person race against each of the other candidates in turn. If he'd win ALL those races individually, he should win when running against all of them at the same time too."
Now, explaining various methods which guarantee this property is not as easy - nor is it easy to understand why you might prefer one such method to another.
But this isn't actually a big deal. In the many, many countries that use proportional representation, it's the outcome ("parties share of seats in parliament should be roughly the same as parties share of votes in the election") which is agreed upon. The actual mathematics to achieve it are somewhat counterintuitive and not many people are aware of them, but that doesn't matter. We can all see it works, and so we would in an election with, say, Ranked Pairs.
With condorcet I think you can also visualize it nicely by playing a Head to Head thing and show ok A vs B, B wins. Ok B vs C, B wins, etc.
If the 2020 US election tabulation process is any indication, yes.
Just to be clear, the difference would be something like having to say B won because he was the most common second choice and beat every other candidates in a one on one. Versus saying B won because it had the most first choices, yet did not have a majority of first choices.
I think it's easy enough to understand that while someone had more first choices, they didn't have a majority first choices and since someone else had more second choices they took the win.