the mathematics of elections and voting
Ranked-choice ballots are processed by instant-runoff algorithms that repeatedly reallocate votes until a candidate passes the 50% + 1 threshold. How the Machinery of Elections Voting Really Works Traditional first-past-the-post (FPTP) elections count each ballot once and declare the candidate with the most votes the winner, even if they fall short
the mathematics of elections and voting
Canadians voting from abroad can influence tight races, but the process is riddled with technical steps that many never see. Below are five facts that reveal how a few percent shift can change outcomes, and what the maths behind those shifts looks like. elections voting from abroad canada When I
the mathematics of elections and voting
The secret is the mathematical algorithm that translates each ballot into a final count, and a small change in the counting method can flip the result. This formula is the engine behind every election, from municipal councils to federal ridings. In the 2024 Washington state election, a 0.12% discrepancy
the mathematics of elections and voting
In Canada, a handful of contested ballots can decide the fate of a municipal council, and the hidden math behind 12 rebel votes shows why the Liberals could either win or lose a majority under alternate ballots. In the 2022 Toronto municipal election, 12 ballots were contested as “rebel votes”
the mathematics of elections and voting
The hidden numbers are the district-level vote totals, proportional seat ratios, and turnout differentials that together determine how a single riding can reshape a national result. In the 2020 federal election, the Coquitlam-North Shore riding alone could have altered the balance of power by flipping 15 seats under a proportional