Sentence examples for the minimum sphere from inspiring English sources

Among HIV seronegative children with SAM, the mortality rate almost met the minimum Sphere international standard [ 18] of less than 10%.

This is far below the Minimum Sphere Standard which requires a maximum of 50 people per latrine in areas where there are no latrines initially (like in this case) and decreasing to 20 people per latrine stance as soon as possible [ 13].

According to the survey results, the rate of global acute malnutrition (GAM) among children under five remains above the 10 per cent alert level as per the humanitarian minimum Sphere standards, with regional disparities ranging from 10.4 per cent in Niger's capital Niamey to 16.7 per cent in the Diffa region.

It is well known that a solution to the minimum covering sphere problem always exists, the center ((lambda,mu)) and the radius ρ are unique (cf. [34, 35]).

We apply the solution of the minimum covering sphere problem in the Euclidean space (ell _{2}^{m}) to present new examples of Čebyšëv subspaces of classical Banach spaces (cf. Remark 12) and to construct an example of a rank-one Hilbert space which is a Čebyšëv JBW∗-subtriple of a rank-n JBW∗-triple, where n is an arbitrary natural number (cf. Remark 13).

It must also have a size bigger than a minimum sphere, which is defined by a ray R. The viewport operation is based on these bounding values and requires, for every point of all relevant objects, four multiplications and four tests.

Optical modeling shows that the low index contrast between these spheres and cells (typical ncell ≈ 1.37 25 requires a minimum sphere diameter of 10 µm to reach Q = 103.

Latrines were constructed in all four refugee camps to meet minimum Sphere standards and were complemented by hygiene promotion and solid waste management.

Somewhere in your mathematical upbringing, you may have learned that a sphere has the minimum surface area for its volume.

A new method, i.e. intersecting chord method, is proposed to solve the problem of constructing 3 + 2 and 2 + 3 models of the minimum zone reference spheres (MZSP).

We prove that the minimum distance between two sphere-swept surfaces is identical to that between two moving spheres.