Description Usage Arguments Value References Further details Examples
Return apportioned vector according to Dean's Method
1 | dean(x, n = 100, k = 1)
|
x |
A named vector. |
n |
Number of apportioned units to sum to |
k |
The incrementing interval used to search for divisors |
A named vector of length x
containing apportioned integers summing to n
.
http://www.maa.org/publications/periodicals/convergence/apportioning-representatives-in-the-united-states-congress-deans-method-of-apportionment
Method suggested in 1920s by James Dean, professsor of astronomy and mathematics at Dartmouth and University of Vermont.
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