Sentence examples for symmetric over from inspiring English sources
Sensu stricto (Fig. 1 c and d) was characterized as having three spherical chambers in the final whorl that progressively increased in size and had a moderate trochospire shape, with radial sutures containing supplementary apertures and a primary aperture that was wide and more arched than the sl morphotype, symmetric over the previous suture.
Some are perfectly symmetric over the ears; others are quite asymmetric.
The work does not discuss any guarantee that the SIFT features are symmetric over any axis in good quality images.
The phase structure is symmetric over the equator and in very good agreement between the model and SABER.
We employ here the spherical Gaussian model, where the covariance matrix is identity and the two mean vectors are symmetric over the origin.
The probability distribution of the displacement vector in (19) is not circularly symmetric over given set of symbol pair x+ and x− thus the average error probability along the horizontal and vertical directions are not exactly the same.
Three different preconditioners, namely, the incomplete LU factorization (ILU), block diagonal factorization, and the symmetric successive over-relaxation (SSOR) are investigated.
"That means kinesin's movements have to be asymmetric, so we can reject both the inchworm model and the symmetric hand-over-hand model". The kinesin-microtubule system has been implicated in several serious diseases, which is one reason why medical researchers are particularly interested in understanding the fine details of how kinesins walk across microtubules.
Remarkably, the sense (right vs left handed) of this off-axis intermediate is the same for both heads (as they demonstrate using correlated imaging of the other head labeled with a quantum dot at 10 ms time resolution), supporting the symmetric hand-over-hand mechanism.
Furthermore, if the equivalence relation in Ω M) is the equality of forms (defined pointwise), then it is G-symmetric over the set of all G-invariant forms.
The relation ~ is (G, F -symmetric over X iF -symmetricx hover for all X ∈ X and for all g ∈ G.
