This little web page is a supplement to the paper A continuous rating method for preferential voting, where the so-called CLC rating method is proposed for quantitatively rating the social acceptance of different options which are the matter of a preferential vote. The button below starts a java applet which allows to enter preferential voting data to apply the CLC rating method.
Some hints for entering data
Please, take a look at the examples to see how to enter the data. Here are some additional hints:
ITEMS = ... (required)
must be followed by the number of items
after that, one can specify the item labels, preceded by : and separated by blank spaces
by default, the labels will be a b c ...
SCALE = ... (optional)
allows to specify the total number (or weight) of voters when some abstention is present
by default, it is taken to be the total numer (or weight) of actual votes (for FORMAT = 1,2,3) or the maximum turnover (for FORMAT = 0)
PROFILE LENGTH = ... (required for FORMAT = 1,2,3)
must be followed by the number of lines used to enter the ranking votes
FORMAT = 0
to directly input a Llull matrix
the empty diagonal cells are indicated by *
optionally, each line may start the corresponding item, followed by :
FORMAT = 1,2,3
to input a profile of rankings
each line may start by indicating the corresponding number of votes (or weight) followed by :; the default is 1
in the case of a truncated ranking, absent items are indicated by *
FORMAT = 1
each ranking is specified by enumeration, like in b > c > a or a > b = e
blank spaces may be omitted as long as consecutive item labels remain separated
two item labels being separated only by one or more blank spaces is equivalent to their being separated by =
FORMAT = 2
each ranking is specified by a list of ranks, like in 3 1 2
more generally, one can give a list of (positive) rates (the lower the better) from which CLC_computer will extract the corresponding ranking
so, the following inputs are all equivalent: 1 2 * * 2, 1 2.5 * * 2.5, 7 90 * * 90
FORMAT = 3
like FORMAT = 2, but larger rates are considered better
#
this character introduces a comment: the remainder of the line is disregarded
Xavier Mora ·
Departament de Matemàtiques ·
Universitat Autònoma de Barcelona ·
2008