Do you trade with your friends or become friends with your trading partners? A case study in the $\breve {G}1$ cryptocurrency

Applied Network Science

Table 1 Repartition of interactions among the sets defined by Eqs. 1 - 6

$ \left \| \overline {C} \right \| / \left \| M \otimes M \right \| $	$ \left \| \overrightarrow {C} \right \| / \left \| M \otimes M \right \| $	$ \left \| \overleftrightarrow {C} \right \| / \left \| M \otimes M \right \| $
0.008	0.005	0.003
$ \left \| \overline {T} \right \| / \left \| M \otimes M \right \| $	$ \left \| \overrightarrow {T} \right \| / \left \| M \otimes M \right \| $	$ \left \| \overleftrightarrow {T} \right \| / \left \| M \otimes M \right \| $
0.004	0.0039	0.0008
$ \left \| \overline {T} \cap \overline {C} \right \| / \left \| \overline {C} \right \| $	$ \left \| \overline {T} \cap \overrightarrow {C} \right \| / \left \| \overrightarrow {C} \right \| $	$ \left \| \overline {T} \cap \overleftrightarrow {C} \right \| / \left \| \overleftrightarrow {C} \right \| $
0.318	0.271	0.389
$ \left \| \overline {C} \cap \overline {T} \right \| / \left \| \overline {T} \right \| $	$ \left \| \overline {C} \cap \overrightarrow {T} \right \| / \left \| \overrightarrow {T} \right \| $	$ \left \| \overline {C} \cap \overleftrightarrow {T} \right \| / \left \| \overleftrightarrow {T} \right \| $
0.535	0.497	0.715

\( \left \| \overline {C} \right \| / \left \| M \otimes M \right \| \)	\( \left \| \overrightarrow {C} \right \| / \left \| M \otimes M \right \| \)	\( \left \| \overleftrightarrow {C} \right \| / \left \| M \otimes M \right \| \)
0.008	0.005	0.003
\( \left \| \overline {T} \right \| / \left \| M \otimes M \right \| \)	\( \left \| \overrightarrow {T} \right \| / \left \| M \otimes M \right \| \)	\( \left \| \overleftrightarrow {T} \right \| / \left \| M \otimes M \right \| \)
0.004	0.0039	0.0008
\( \left \| \overline {T} \cap \overline {C} \right \| / \left \| \overline {C} \right \| \)	\( \left \| \overline {T} \cap \overrightarrow {C} \right \| / \left \| \overrightarrow {C} \right \| \)	\( \left \| \overline {T} \cap \overleftrightarrow {C} \right \| / \left \| \overleftrightarrow {C} \right \| \)
0.318	0.271	0.389
\( \left \| \overline {C} \cap \overline {T} \right \| / \left \| \overline {T} \right \| \)	\( \left \| \overline {C} \cap \overrightarrow {T} \right \| / \left \| \overrightarrow {T} \right \| \)	\( \left \| \overline {C} \cap \overleftrightarrow {T} \right \| / \left \| \overleftrightarrow {T} \right \| \)
0.535	0.497	0.715