The adjustment of signed structures (symmetric positive and negative relations) under a local (myopic) sign-change dynamic is studied both analytically and through simulation. Models deriving from various theories but notably balance theory are inspected to determine the convergent properties of the dynamic process
We examine the capacity of artificial biomolecular networks to respond to perturbations with structu...
The simulation is carried out 10 times on a random network consisting of 100 nodes with average netw...
In stable biological and ecological networks, the steady-state influence matrix gathers the signs of...
The adjustment of signed structures (symmetric positive and negative relations) under a local (myopi...
We analyse the adjustment of networks comprising of weighted positive (P) and negative (N) symmetric...
The paper presents results derived from a series of simulations of signed networks (i.e., networks c...
Inconsistencies in the empirical support for balance theory are often explained by recourse to compe...
The mutual feedback mechanism between system structure and system function is the ‘hot spot’ of a co...
Structural balance is a classic property of signed graphs satisfying Heider's seminal axioms. Mathem...
In this work, graph theory and balance theory are utilized to denote and manage an organization. Wit...
The study of social networks is a burgeoning research area. However, most existing work is on networ...
The study of social networks is a burgeoning research area. However, most existing work is on networ...
The work is devoted to the combinatorial problems on the investigation of the complex regulator syst...
A signed network is a network in which each link is associated with a positive or negative sign. Mod...
In this letter, we propose a continuous-time dynamics for social network that represents patterns of...
We examine the capacity of artificial biomolecular networks to respond to perturbations with structu...
The simulation is carried out 10 times on a random network consisting of 100 nodes with average netw...
In stable biological and ecological networks, the steady-state influence matrix gathers the signs of...
The adjustment of signed structures (symmetric positive and negative relations) under a local (myopi...
We analyse the adjustment of networks comprising of weighted positive (P) and negative (N) symmetric...
The paper presents results derived from a series of simulations of signed networks (i.e., networks c...
Inconsistencies in the empirical support for balance theory are often explained by recourse to compe...
The mutual feedback mechanism between system structure and system function is the ‘hot spot’ of a co...
Structural balance is a classic property of signed graphs satisfying Heider's seminal axioms. Mathem...
In this work, graph theory and balance theory are utilized to denote and manage an organization. Wit...
The study of social networks is a burgeoning research area. However, most existing work is on networ...
The study of social networks is a burgeoning research area. However, most existing work is on networ...
The work is devoted to the combinatorial problems on the investigation of the complex regulator syst...
A signed network is a network in which each link is associated with a positive or negative sign. Mod...
In this letter, we propose a continuous-time dynamics for social network that represents patterns of...
We examine the capacity of artificial biomolecular networks to respond to perturbations with structu...
The simulation is carried out 10 times on a random network consisting of 100 nodes with average netw...
In stable biological and ecological networks, the steady-state influence matrix gathers the signs of...
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