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Randall D. Beer
Toward an evolvable model of development for autonomous agent synthesis
Integrating reactive, sequential and learning behavior using dynamical neural networks
Co-evolving body and brain in autonomous agents using a developmental model
Using autonomous robotics to teach science and engineering
Toward the evolution of dynamical neural networks for minimally cognitive behavior

Steven LaValle
Planning algorithms

Interaction
Interference as a Tool for Designing and Evaluating Multi-Robot Controllers
The Role of Critical Mass in Multi-Robot Adaptive Task Division
Multiple Agents From the Bottom Up
A Study of Territoriality: The Role of Critical Mass in Adaptive Task Division
Interference as a Guide to Designing Efficient Group Behavior
Heterogeneous and Homogeneous Robot Group Behavior
Behavior Evaluation and Learning from an Internal Point of View
Robotic "Food" Chains: Externalization of State and Program for Minimal-Agent Foraging
Quick'n'Dirty Generalization for Mobile Robot Learning

Lami
Design, control and applications of autonomous mobile robots
An internal teacher
Probabilistic modelling of a bio inspired collective experiment with real robots
Adaptive behavior in competing co-evolving species
On the modelling of bio-inspired collective experiments with real robots
Evolutionary robotics in behavior engineering and artifical life
Evolutionary mobile robotics
Hardware solutions for evolutionary robotics
How co-evolution can enhance the adaptive power of artifical evolution
Automatica creation of an autonomous agent: genetic evolution of a neural network driven robot
Evolution of neural control structures: some experiments on mobile robots
Evolving fast learning neural controllers for a mobile robot
How to evolve autonomous robots: different approaches in evolutionary robotics
Bio-inspired computing system
Competitive co-evolutionary robotics: from theory to pratice

Binnard
Leg design for a small walking robot
Design of a small pneumatic walking robot

Asme
A lagrangian quasicoordinate formulation for dynamic simulations of multibody systems

Cran
A quasicoordinate formulation for dynamic simulations of complex multibody systems with constraints