Sentence examples for which is recalling from inspiring English sources
[C8.] Firestone Faces Reshuffling at Top Bridgestone/Firestone, which is recalling 6.5 million tires, is also facing growing uncertainty about who will run the company.
The instant nonfat dry milk came from Plainview Milk Products Cooperative of Minnesota, which is recalling products made over the past two years because of the possible contamination.
This is not only illegal but impractical for Bridgestone/Firestone, which is recalling enough tires to form a wall 50 feet high, 50 feet thick and a half mile long -- big enough to clog most rivers in the United States.
Toyota, which is recalling 1.73 million cars, said the vehicles had a defective part which "could cause the airbag inflator to rupture and deploy the airbag abnormally in a crash".
The third is the Goethean Ideal, which is recalled here in the context of the Faustian "Mothers" and which implicitly gestures towards his earlier discussions of Goethe.
The Hermite-Hadamard type inequalities in [22] have been generalized by Tunç et al. [24] who used the generalized k-fractional integral operators (20) and (21), which is recalled in the following theorem.
We are in the data configuration proposed in Equations 24 and 25 which is recalled in the following equations: X = α S + C + N (37) X k = C k + N k k ∈ [ 1, K ], (38).
Later Jaimini et al. [11] presented three substantially more general multiple series identities involving similar coefficients, one of which is recalled here as in the following theorem (see [[11], Theorem 3]).
The arguments leading up to the statement of Result 1 and the Kac Rice formula which is recalled in the Appendix prove that (mathbb{E}[ mathcal{N}_{J,theta_{0}} ] = ellcdotfrac{sqrt {lambda} }{pi}), where (lambda= mathbb{E} [varPhi'(0)^{2} ]).
In the second case we exploit the Malliavin's theory of surface integrals which is recalled in Appendix A of the paper, then we are able to give a meaning to the trace of φ at ∂K and to show that it vanishes, as it is natural.
Chu and De Donno [15] made use of the classical hypergeometric summation theorems to derive several striking identities for harmonic numbers other than those discovered recently by Paule and Schneider [11], one of which is recalled below [[15], Thereoem 1].
