Geometrically

Curl geometrically 2-vectors correspond to the exterior power ; in the presence of an inner product, in coordinates these are the skew-symmetric matrices, which are geometrically considered as the special orthogonal Lie algebra of infinitesimal rotations.

In some edges and corners of these geometrically jittery areas, the Pixel 8 Pro adds various colored patches.

It's probably advice Kenny, who voices The Ice King on "Adventure Time," probably had to give to folks on his own show, "SpongeBob SquarePants," where he voiced the titular pineapple-dwelling optimist with geometrically-shaped underoos.

It was no mammoth, no geometrically bricked yacht, no bus.

I’ve read that it’s geometrically the same game as the Game Boy original (and its Game Boy Color remake).

The first two created geometrically intricate and marvelously symmetrical shapes.

To make the fake faces blend into the surroundings, they have to be geometrically transformed – rotated, resized or otherwise distorted.

Although those hydrogen atoms are not equivalent geometrically, their electronic structure is almost the same.

A modern, geometrically flavoured introduction to algebraic topology.

Another important function to a geometrically correct shape is to provide it with a specific surface roughness as per design requirements for optimum lubrication hydrodynamics (essential for crankshafts in engines with stop/start fuel saving technology).

A vector is represented either geometrically by an arrow whose length corresponds to its magnitude and points in an appropriate direction, or by two or three numbers representing the magnitude of its components.

By contrast, if n is even, then 4 divides the order of the group, and the subgroups of order 2 are no longer Sylow subgroups, and in fact they fall into two conjugacy classes, geometrically according to whether they pass through two vertices or two faces.

Conjugation distributes over the standard arithmetic operations: : : : : Addition and subtraction Addition of two complex numbers can be done geometrically by constructing a parallelogram.

Constructed impossible objects Although possible to represent in two dimensions, it is not geometrically possible for such an object to exist in the physical world.

Every polygon is topologically self-dual (it has the same number of vertices as edges, and these are switched by duality), but will not in general be geometrically self-dual (up to rigid motion, for instance).

Formally, for any complex number z: : Geometrically, is the "reflection" of z about the real axis.

Geometrically, one studies the Euclidean plane ( two dimensions ) and Euclidean space ( three dimensions ).

Geometrically, the derivative at a point is the slope of the tangent line to the graph of the function at that point, provided that the derivative exists and is defined at that point.

Geometrically, the limit of the secant lines is the tangent line.

Geometrically, these correspond to irreducible components of the spectrum.