QtAC.maturation: maturation

In hannahschrenk/QtAC: Quantifying the Adaptive Cycle

maturation

Description

This function computes the three systemic variables (potential, connectedness, and resilience) of each adjacency matrix.

Usage

QtAC.maturation(result_mtx, res_stand = "maxweight")

Arguments

result_mtx	list of adjacency matrices and significance matrices
res_stand	standardization constant c of the Laplacian matrices ("none", "maxweight", "nodes", "maxweightnodes"). Let N be the number of nodes of the underlying graph and M its maximal edge weight. If res_stand = "none", c = 1. If res_stand = "maxweight", c = \frac{1}{\sqrt{M}}. If res_stand = "nodes", c = \frac{\sqrt{N-1}}{N}. If res_stand = "maxweightnodes", c = \frac{\sqrt{N-1}}{N \cdot \sqrt{M}}.

Value

dataframe containing the three systemic variables (potential, connectedness, and resilience) of each adjacency matrix

hannahschrenk/QtAC documentation built on July 27, 2023, 5:35 a.m.