Figure 5
From: Temporal-topological properties of higher-order evolving networks

The \(d'\)-degree \(k_{d'}(v)\) versus the the d-degree \(k_{d}(v)\) of a node v when \((d',d)\) is equal to (3,2) (blue line), (4,2) (yellow line) and (4,3) (green line) respectively in each physical contact network. Each axis (e.g., \(k_{d}(v)\)) has been normalized by its maximum (e.g., \(max_{v}(k_{d}(v))\)). Only nodes whose d-degree and \(d'\)-degree are both non-zero are considered. The dashed line represent the reference case \(\frac{k_{d'}(v)}{max_{v}(k_{d'}(v))} = \frac{k_{d}(v)}{max_{v}(k_{d}(v))}\). Note that both axes are presented in logarithmic scales. In total 30 logarithmic bins are split for horizontal axis.