Sentence examples for square order from inspiring English sources

The proof includes a construction of a word of small, sometimes minimal, weight in the dual code of any plane of square order containing a Baer subplane.

It follows from their result that, a set of type- 1,n) existype- 1 in the planes of square orders and it gives rise to either a Baer subplane or a unital of a finite projective plane of square order.

A standard image was repeated 60 times, and six target images were repeated 10 times in a pseudo-random Latin square order (Figure 1A).

Subjects were allocated sequentially to the Latin square order of testing by an independent research assistant.

For the massage group, 2 physical therapists with at least 8 years of clinical experience in manual therapy provided the massage on the posterior deltoid, infraspinatus, and teres minor of the involved shoulder for 18 minutes (about 6 minutes for each muscle with Latin square order) two times a week for 4 weeks.

The head of the myotonometer probe was placed over the 3 posterior shoulder muscles in Latin square order (posterior deltoid: two fingerbreadths caudad to the posterior margin of the acromion; infraspinatus: two fingerbreadths below the medial portion of the spine of the scapula; teres minor: one-third of the way between the acromion and the inferior angle of the scapula along the lateral border).

As its shadow moved and reached marks in the square, orders would have gone out for which channel should receive water.

As the noise in Eq. (5) is additive, standard integrators such as the Euler Maruyama method converge with mean-square order one.

end{aligned} (24) For (varSigma={mathbb{O}_{3}}), Eq. (24) is a second-order method for the deterministic Eq. (2), however, the mean-square order of Eq. (24) is still one.

To increase the mean-square order one has to include higher-order stochastic integrals to reproduce the interactions of the Subsystems (20a) and (20b) (see [50], Sect. 2, for details).

As expected, both methods have mean-square order one, however, for (C=135) the mean-square error (MSE) of the splitting method is significantly smaller than the MSE of the Euler Maruyama method.