Sentence examples for If reachable from inspiring English sources
He told his staff on several occasions not to deduct time from his allotted vacation days when he was out of the office, saying he should not be considered on vacation if reachable by cellphone and BlackBerry.
Some horses bow and some horses lick your hand if reachable.
An alternative to running the garden hose out the window and to the ground is to put the end of the hose into a bathtub if reachable and lower than the mattress.
If judged reachable, the location of the object in the next trial was shifted toward the participant by 3 cm in the descending staircase and by 2 cm in the ascending staircase.
This would happen if all reachable nodes would be added to the network.
If the reachable state space is large it may come in handy to consider a finite state projection [ 29], in which matrix A is replaced by A k, a k × k submatrix of the true operator A, the corresponding indexed system states form the finite state projection and p (t f) ≈ exp(t f A k ) p k (0) is the approximation to p (t) = exp(t A ) p (0) at time t f.
**62* + Phone Number: Activates Call Forwarding to that number (if not reachable).
Two procedural rules define reachability of reactions and metabolites: a reaction can be made reachable if and only if all its substrates have been made reachable, while a metabolite can be made reachable if and only if either at least one of reactions producing has been made reachable or the metabolite is a source metabolite.
This property is known as reachability property and it is characterized by the range of reachability matrix R ( A, B ) = ( B A B ⋯ A n − 1 B ). Thus, ( A, B ) is reachable if and only if the matrix R ( A, B ) has full rank.
It is controllable to the origin if and only if it is reachable, that is, (3.6) holds and, furthermore, A n are all non-singular for n ∈ N 0. It is well known that if the dynamic system (3.1) is controllable to the origin, then it is also stabilizable in the sense that some linear time-varying state-feedback control sequence { u k } is such that x n → 0 as n → ∞ for any x 0 ∈ R n.
