Sentence examples for generalized update from inspiring English sources

Let μ be a generalized update rule.

We argue that routine belief change involves elements of both and present a model of generalized update that allows updates in response to external changes to inform an agent about its prior beliefs.

2) φ is one step μ-acceptance time consistent, where the (generalized) update rule is given by mu_{t,t+1}(m,V) =1_{{V_{t}geq 0}}mathrm{ess,inf}_{t} m+1_{{V_{t}< 0}} -infty).

Note that the update rule introduced in Definition 3 may be considered as the generalized update rule, which is constant with respect to X, i.e., μ(·,X =μ(·,Y) for any (X,Yin mathcal {X}).

In this paper we analyze the complexity of the proposals presented in the literature: the standard semantics by Winslett (1986), the minimal change with exception and the minimal change with maximal disjunctive information by Zhang and Foo (1996), the update with disjunctive function by Herzig (1996), the abduction-based update and the generalized update by Boutilier (1996).

The family (mu ={mu _{t,s}:, t,sin mathbb {T},, t<s}) of maps (mu _{t,s}:bar {L}^{0}_{s}times mathcal {X}to bar {L}^{0}_{t}) is called a generalized update rule if for any (Xin mathcal {X}) the family (mu (cdot,X)={mu _{t,s}(cdot,X):, t,sin mathbb {T},, t<s}) is an update rule.

A generalized weight update law is proposed for KSOM based inverse kinematic control, to resolve the redundancy during the learning phase.

The generalized ADMM updates the variables (x_{2}) and λ by including a relaxation factor (alphain 0,2)), and (alphain(1,2)) is often advantageous to speed up its performance.

While the fluid equations are discretized using a stabilized Petrov Galerkin formulation in space and the generalized-α updates in time, the multibody system utilizes a discontinuous space-time Galerkin finite element method.

It establishes a perturbation bound of a generalized centrosymmetric model updating problem with spectra constraints.

The algorithm is based on orthogonal transformations and has as main computational tool the updated generalized QR decomposition (UGQRD).