Sentence examples for possessed a point from inspiring English sources

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Sequence analysis revealed that the proband and her brother both possessed a point mutation in KCNH2.

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And she possesses a point guard's most vital trait — amnesia.

Poyet, who took over with Sunderland possessing a point from seven games after Paolo Di Canio's barmy interlude, said: "I will look at the table every two minutes tonight.

It left untouched the question of how a three-pound lump of neurons could come to possess a point of view, interiority, selfhood, consciousness — qualities that the rest of the material world lacks.

Filaments are made of magnetic nanoparticles, possessing a point dipole in their centres.

The clay was observed to possess a point of zero charge (pZC) at a pH pZC) = 3.78, so its surface has a high affinity for cations at pHs above this value.

For example, an evolved clone possessing a point mutation in the cls gene and another evolved clone possessing an IS insertion in the cls gene each received a single identifier, 'cls,' to describe their mutations.

The HeJ mouse possesses a point mutation in the TLR4 gene that results in a defective neutrophil response (Haraoka et al., 1999) and limited clearance of bacteria compared with HeN mice (Shahin et al., 1987; Haraoka et al., 1999; Svanborg Edén et al., 1984).

A generalized Lipschitz type pair ( f, g ) of self-mappings of a metric space ( X, d ) may exhibit any of the conditions: (i) f and g do not possess a coincidence point, (ii) f and g possess coincidence points and commute at each coincidence point, and (iii) f and g possess more than one coincidence points and commute on a proper subset of the set of their coincidence points.

The authors found that when a high freeze point hydrocarbon is dissolved in a suitable low freeze point solute, and an ideal solution is formed, this ideal solution will possess a freeze point which is equivalent to that of the solute [18].

□. Theorem 5.2 Assume that g satisfies (3.4 - 3.6 3.4 - 3.6 given in V ′, k 3 > 0. Then the RDS φ ( t, ω ) generandd by the solution to (3.10)-(3.12) possesses a single point attractor { A } ω ∈ Ω, i.e., there exists a single point ς 0 in H such that A = { ς 0 }.

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