R Hegselmann, U Krause - Computational Economics, 2005 - econpapers.repec.org
The paper treats opinion dynamics under bounded confidence when agents employ, beside an arithmetic mean, means like a geometric mean, a power mean or a random mean in …
R Hegselmann, U Krause - Computational Economics, 2005 - search.ebscohost.com
The paper treats opinion dynamics under bounded confidence when agents employ, beside an arithmetic mean, means like a geometric mean, a power mean or a random mean in …
R Hegselmann, U Krause - Computational Economics, 2005 - ideas.repec.org
The paper treats opinion dynamics under bounded confidence when agents employ, beside an arithmetic mean, means like a geometric mean, a power mean or a random mean in …
R HEGSELMANN, U KRAUSE - Computational Economics, 2005 - academia.edu
The paper treats opinion dynamics under bounded confidence when agents employ, beside an arithmetic mean, means like a geometric mean, a power mean or a random mean in …
R Hegselmann, U Krause - Computational Economics, 2005 - infona.pl
The paper treats opinion dynamics under bounded confidence when agents employ, beside an arithmetic mean, means like a geometric mean, a power mean or a random mean in …
R Hegselmann, U Krause - Computational Economics, 2005 - search.proquest.com
The paper treats opinion dynamics under bounded confidence when agents employ, beside an arithmetic mean, means like a geometric mean, a power mean or a random mean in …
R Hegselmann, U Krause - Computational Economics, 2005 - dl.acm.org
The paper treats opinion dynamics under bounded confidence when agents employ, beside an arithmetic mean, means like a geometric mean, a power mean or a random mean in …
R HEGSELMANN, U KRAUSE - Computational Economics, 2005 - researchgate.net
The paper treats opinion dynamics under bounded confidence when agents employ, beside an arithmetic mean, means like a geometric mean, a power mean or a random mean in …
R HEGSELMANN, U KRAUSE - Computational Economics, 2005 - academia.edu
The paper treats opinion dynamics under bounded confidence when agents employ, beside an arithmetic mean, means like a geometric mean, a power mean or a random mean in …