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\chapter{Results}
%TODO some text here
This section shows the results of the experiments described in section 3 on the data sets described in section 4. In the following pages, there 3 diagrams for each community.
In diagrams (a), the blue line states the average sentiment (\emph{average sentiment} in diagram legend) of the answers to questions from new contributors. Also, the numbers attached to the blue line indicate number of answers to questions from new users that formed the average sentiment. The orange line (\emph{sm single ITS} in the diagram legend) represents the ITS over the whole period of the avaiable data. As stated in section 3.2, data density variabilty is a factor to take into account, therefore, the orange line represents the weighted ITS. The green, red, purple, and brown lines also represent ITS, however the time period considered for ITS before and after the change are limited to 6, 9, 12, and 15 months respectively.
Similarly, in diagram (b), the blue line respresens the average vote score of the questions of new users. The number attached to the blue line indicate the number of questions that formed the average vote score. The ITS (orange, green, red, purple, and brown lines) are computed the same way as in diagrams (a).
In diagrams (c), the blue line represents the number of 1st questions from new users, whereas the orange line denotes the followup questions from new users. The green and red lines represent the ITS of the blue and orange line respectively. In these diagrams no weighting is performed as each data point has equivalent weight.
% pvalues ...
% maybe average data points per month
In diagrams (c), the blue line represents the number of 1st questions from new users, whereas the orange line denotes the followup questions from new users. The green and red lines
represent the ITS of the blue and orange line respectively. In these diagrams no weighting is performed as each data point has equivalent weight.
\pagebreak