 Using the canonical object for the graph theory, i.e. the Minimal Spanning Tree (MST) network, we observe: (i) The initial phase transition from the equilibrium to non-equilibrium MST network in its nucleation phase, occuring at some critical time 2005-08-11 . Coalescence of edges on the FSE's transient leader SALZGITTER (SZG) AG-Stahl und Technologie company, is observed within the nucleation and is approximately characterised by the Lifsthiz-Slyozov growth exponent;
<fluency>  Using the canonical object for the graph theory, i.e. the Minimal Spanning Tree (MST) network, we observe: (i) The initial phase transition from the equilibrium to non-equilibrium MST network in its nucleation phase, occuring at some critical time 2005-08-11 . Coalescence of edges on the FSE's transient leader SALZGITTER (SZG) AG-Stahl und Technologie company, is observed within the nucleation and is approximately characterised by the Lifsthiz-Slyozov growth exponent;
 Using the canonical object for the graph theory, i.e. the Minimal Spanning Tree (MST) network, we observe: (i) The initial phase transition from the equilibrium to non-equilibrium MST network in its nucleation phase, occuring at some critical time 2005-08-11 . Coalescence of edges on the FSE's transient leader SALZGITTER (SZG) AG-Stahl und Technologie company, is observed within the nucleation and is approximately characterized by the Lifsthiz-Slyozov growth exponent;