Noun:

মোড়ক বান্ধাই, বোঁচকা,

packings's Usage Examples:

Friedrich Gauss proved in 1831 that these packings have the highest density amongst all possible lattice packings.

of all packings.

With 'simple' sphere packings in three dimensions ('simple' being carefully defined) there are nine possible definable packings.

as "circle packing" is concerned with the geometry and combinatorics of packings of arbitrarily-sized circles: these give rise to discrete analogs of conformal.

is not rational, no integral Apollonian circle packings possess this D3 symmetry, although many packings come close.

Early topics studied were: the density of circle packings by Thue, projective configurations by Reye and Steinitz, the geometry of.

Conway and Sloane, Sphere packings, lattices, and groups, 1.

4 n-dimensional packings, p.

9 Conway and Sloane, Sphere packings, lattices, and groups, 1.

Given two packings for the same graph G, one may apply reflections and Möbius transformations to make the outer circles in these two packings correspond.

tessellation, the hexagonal tiling, has a direct correspondence to the circle packings.

cylindrical arrangement that forms, in the context of cylinder sphere packings, inside or on the surface of a columnar confinement.

worked extensively on counting and equidistribution for Apollonian circle packings, Sierpinski carpets and Schottky dances.

Structured packings typically consist of thin corrugated metal plates or gauzes arranged in.

much simpler family of packings with a packing fraction of 85.

These packings were also the basis of a.

fcc and hcp packings are the densest known packings of equal spheres with the highest symmetry (smallest repeat units).

Denser sphere packings are known.

way, spiral packings of tangent circles on surfaces other than the plane, including cylinders and cones, may also be used.

Spiral packings of circles have.

Lattice packings are special types of sphere packings where the spheres are centered at the points of a lattice.

The D+ n packings form lattices only in even dimensions.

The analogous packings form lattices only in even dimensions.

known about the existence of inversive distance circle packings than for tangent circle packings, it is known that, when they exist, they can be uniquely.

Norman Oler states that, if n is a triangular number, then the optimal packings of n − 1 and of n circles have the same side length: that is, according.

Synonyms:

incase; bag; roll up; containerize; encase; stow; bundle; case; bundle up; containerise;

Antonyms:

insubstantial; immaterial; incorporeality; incorporeal; unbodied;