- Doctoral Thesis (1) (remove)
- Condensing on metric spaces : modeling, analysis and simulation (2009)
- In this work, we extend the Hegselmann and Krause (HK) model, presented in  to an arbitrary metric space. We also present some theoretical analysis and some numerical results of the condensing of particles in finite and continuous metric spaces. For simulations in a finite metric space, we introduce the notion "random metric" using the split metrics studies by Dress and al. [2, 11, 12].