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Correction: 400 million voting records show profound racial and geographic disparities in voter turnout in the United States. [PDF]
Barber M, Holbein JB.
europepmc +1 more source
The Impact of Slavery Legacy on the Ecological Framework of Health: A Lasting Power Dynamic Impacting Present-Day Health. [PDF]
Arena R +5 more
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Physician Voting Rates in the 2020 and 2022 US Elections.
Pacheco J, Micatka NK, Tolbert C.
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2020
Voters’ turnout is always a crucial aspect in our explanation of election outcomes. A high turnout is often said to give legitimacy to the democratic system. Moreover, turnout usually has distributive effects: parties’ vote shares depend on the levels of turnout registered in a given election. My chapter has the following four aims.
Katherine Adam +33 more
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Voters’ turnout is always a crucial aspect in our explanation of election outcomes. A high turnout is often said to give legitimacy to the democratic system. Moreover, turnout usually has distributive effects: parties’ vote shares depend on the levels of turnout registered in a given election. My chapter has the following four aims.
Katherine Adam +33 more
openaire +2 more sources
2011
This chapter focuses on voter participation, perhaps the most well-known anomaly for rational choice theory. The problem goes like this: in large electorates, the chance that any single voter will be pivotal is very small. Consequently, the cost of voting will outweigh the expected gains from turning out and few citizens will vote.
Jonathan Bendor +3 more
openaire +2 more sources
This chapter focuses on voter participation, perhaps the most well-known anomaly for rational choice theory. The problem goes like this: in large electorates, the chance that any single voter will be pivotal is very small. Consequently, the cost of voting will outweigh the expected gains from turning out and few citizens will vote.
Jonathan Bendor +3 more
openaire +2 more sources
The author considers a two-candidate voting game in which the set \(N\) of voters (players) is an electorate split into two disjoint groups \(N = N_1\cup N_2\), where \(N_1=\{1,\dots, n_1\}\) and \(N_2=\{n_1+1,\dots, n_1+n_2\}\) for some naturals \(n_1\) and \(n_2\) with \(n_1+n_2\geq 2\).
openaire +3 more sources

