This work presents an optimization approach based on non-impulsive contact-implicit path planning to effectively guide the joints of a snake robot called COBRA for object manipulation tasks.
The paper proposes a novel Hessian approximation for Maximum a Posteriori estimation problems in robotics involving Gaussian mixture likelihoods, which leads to better convergence properties compared to previous approaches.
The authors propose a novel distributed feedback optimization law, called AGGREGATIVE TRACKING FEEDBACK, to steer a network of agents to a stationary point of an aggregative optimization problem with possibly nonconvex objective functions.