Sentence examples for geometric field from inspiring English sources

Most small Shirvan rugs are not specifically identifiable as to village source, as they share a range of geometric field designs and borders.

For explanation of the results it was enough to take into account only the geometric field enhancement on pyramids apexes.

Perhaps because the first Europeans to visit the region did not witness the extensive geometric field production of grains with which they were familiar, they assumed the indigenous peoples did not have agriculture.

Because of the limited projected field of view (PFOV) afforded by these displays, it was desirable to extend the virtual or geometric field of view (GFOV) beyond that natively afforded by the PFOV.

Now suppose that there exists a post-differentiable topological geometric field, namely, the projective structure at any event of spacetime.

If there is no post-differentiable topological geometric field in the neighbourhood of a point, then all of these infinite parameters may be chosen freely within rather broad limits.

S.O.M. rendered that southern half as a series of geometric fields, open spaces that could be summer picnic destinations in their own right — an alternative to the alternative that is already Governors Island.

And the land between the geometric fields and canopies of grape vines was given to olive trees — hillsides populated with soothingly straight grids of trees, spindly branches giving way to tufts of pale green.

The above argument for the necessity of geometric fields also holds for 3-velocity and 3-acceleration, denoted respectively by \(\xi^{\alpha}_{1}\) and \(\xi^{\alpha}_{2}\).

Consequently, geometric fields characterizable as \(G\ -structures, such as the projective, conformal, affine and metric structures, do not vanish.[60] The various G\ -structureseldsuche not "intrinsic" to the masifold sthecture of sprojective

Riemann thereby introduced into the study of geometry the notion of geometric fields and foresaw the possibility of a dynamical geometry which not only acts on matter but is in turn affected by matter.