For each time period, calculates the number of adopters, the proportion of adopters, and the adoption rate.
cumulative_adopt_count(obj)
| obj | A \(n\times T\) matrix (Cumulative adoption matrix obtained from
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A \(3\times T\) matrix, where its rows contain the number of adoptes, the proportion of adopters and the rate of adoption respectively, for earch period of time.
The rate of adoption--returned in the 3rd row out the resulting matrix--is calculated as
$$\frac{q_t - q_{t-1}}{q_{t-1}}$$
where \(q_i\) is the number of adopters in time \(t\). Note that it is only calculated fot \(t>1\).
Other statistics:
bass,
classify_adopters(),
dgr(),
ego_variance(),
exposure(),
hazard_rate(),
infection(),
moran(),
struct_equiv(),
threshold(),
vertex_covariate_dist()