A robust and efficient radial return algorithm based on incremental energy minimization for the 3D Souza-Auricchio model for shape memory alloys

The proof given in [18] is based on a Leray Schauder fixed point argument introduced in [16, 17] that reduces the exact controllability problem to obtaining suitable a priori

- Les variables de type peuvent être utilisées tout au long de la définition de la classe pour spécifier le type de retour des. méthodes, le type des attributs, ou même le type

Given n agents each of which has a secret (a fact not known to anybody else), the classical version of the gossip problem is to achieve shared knowledge of all secrets in a

Due to the collocation of the stress update with the material point centroids and the motion of the material point centroids through the computational domain,

But, as in the existence theorem (Theorem 3.1), we will obtain convergence of subsequences to solutions of the full problem. The approach here follows the abstract Γ-convergence

Existing algorithms are mainly based on formulating an optimization problem once the sets of all possible ARRs have been gen- erated, considering all possible candidate

Increasing λ increases the closed loop time constant and slows the speed of response; decreasing λ does the opposite. In this section, below, we will show the design of a discrete

Model definition aims at the moulding of the human body model that best fits to the specific shape and size of the tracked human subject, whereas pose estimation is devoted to