A Phragmén-based ranked voting method achieves house monotonicity, coherence, and Droop proportionality for candidate lists.
On an irreducibility criterion of M
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Upper bounds on the number of irreducible factors of certain integer polynomials are obtained from prime factorizations of evaluated values and complex root locations, extending to bivariate polynomials via non-Archimedean valuations.
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A House Monotone, Coherent, and Droop Proportional Ranked Candidate Voting Method
A Phragmén-based ranked voting method achieves house monotonicity, coherence, and Droop proportionality for candidate lists.
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Prime numbers and factorization of polynomials
Upper bounds on the number of irreducible factors of certain integer polynomials are obtained from prime factorizations of evaluated values and complex root locations, extending to bivariate polynomials via non-Archimedean valuations.