In this situation, a spinor is an ordinary complex number.

One may then talk about "the action of a spinor on a vector."

Therefore these constitute a third kind of quantity, which is known as a spinor.

Since the different columns are multiples of the same spinor.

Killing spinor is a term used in mathematics and physics.

In this situation, a spinor is a sort of polarized vector.

Thus the action of a rotation on a spinor is always double-valued.

The concept of a spinor can further be linked to these algebras.

There are essentially two frameworks for viewing the notion of a spinor.

Alex suspected that he could have opened it in fifteen minutes, even without the spinor codes.

The corresponding spinor can be taken as any non zero column.

In physical terms, a spinor should determine a probability amplitude for the quantum state.

It is found that the ground state of the spinor in this external field is not stable.

Here, the upper component corresponds to a right Weyl spinor.

The complete set of 6Γ-symbols for both tensor and spinor representations is tabulated.

As the coffee cup is rotated it carries the spinor, and its flag, along the strip.

Thus a spinor may be viewed as an isotropic vector, along with a choice of sign.

It is described by a complex-valued vector with two components called a spinor.

In 8 dimensions there is, projectively, a single pure spinor constraint.

We then say it transforms as a spinor.

We associate a 4-component Dirac spinor with each particle.

It holds in particular in the doublet or spinor representation.

In 3 Euclidean dimensions, the single spinor representation is 2-dimensional and quaternionic.

This means that the partial derivative of a spinor is no longer a genuine tensor.

With spinor fields, and kernel shields, And pretty men all in a row.