scalar

Scalar is either a number or a string.

Further, a video scalar must be used when displaying non-native resolutions, which adds yet more lag.

If we neglect terms of order , the Laue scalar is:

For instance, the Fourier transform yields a scalar- and not matrix-valued function.

Neglecting the same term orders, the corresponding Laue scalar is:

We have seen, neglecting the terms of order and , that the Laue scalar could be written:

Scalar may refer to:

Aiah writes the numbers into her log, and notes that column six of her transmission scalar is free.

The dilaton scalar is also found among the massless bosonic fields in string theory.

Scalar (physics)

Scalar (mathematics)

Water Color Scalar (1993)

Scalar is a concept meaning relating to a directionless magnitude (such as mass or speed) that is completely specified by its magnitude.

Rather, Scalar's foundation is Semantic Web technology which can flexibly store content and bridge Scalar to partner media archives.

Also, the base modules could be upgraded to the SX (Scalar eXtension) version by adding another chip.

Color Octet Scalar Bound States at the LHC.

The term scalar refers to normal data processing, while vector processing involves the ability to compute large sets of calculations, like series of additions or multiplications.

The word scalar derives from the Latin word scalaris, adjectival form from scala (Latin for "ladder").

The Japanese manufacturer Scalar has developed a very small TV-system attached to the eyeglasses, called "Teleglass T3-F".

Kazdan, J., and Warner F. Scalar curvature and conformal deformation of Riemannian structure.

Another example of a scale-invariant classical field theory is the massless scalar field (note that the name scalar is unrelated to scale invariance).

The Wavelet Scalar Quantization algorithm (WSQ) is a compression algorithm used for gray-scale fingerprint images.

Absolute Scalar Magnetometer (ASM): Calibration of the main instrument VFM.

Note: "Scalar of the product" corresponds to Euclidean scalar product of two vectors up to the change of sign (multiplication to 1).

The Vector is known for its tradition of publishing on April Fool's Day a parody newspaper, renamed the Scalar, which features fake news articles and satirical opinion pieces.

In that case, one is a negative scalar times the other.

This can be either a scalar value or a more complex type.

These are equivalent because each is a scalar multiple of the other.

The scalar field is called the velocity potential for the flow.

Type 3: Add to one row a scalar multiple of another.

We shall introduce now a scalar function by the relationship.

With some care the scalar potential can be extended to include free currents as well.

This variation is what gives scalar music much of its complexity.

For example, a scalar field cannot produce the bending of light rays.

This is simply a matter of doing scalar multiplication on the correct side.

This is true even for a complex scalar field.

Consider a surface S on which a scalar field f is defined.

In other words, must be a scalar multiple of for all and .

The real component of a quaternion is also called its scalar part.

Physically, this means that a scalar field is independent of the observer.

There are a number of possible propagators for free scalar field theory.

What I've described so far is a scalar processor.

For instance, a scalar field with a positive potential can violate this condition.

This can already be seen in the scalar case: the logarithm of 1 is a complex number.

This is the scalar multiple mentioned in the previous paragraph.

In physics, scalar fields often describe the potential energy associated with a particular force.

The scalar field may be real or complex valued.

In the case of , we end up with a scalar linear problem.

This scalar field acts together with all the rest to generate the metric.

The dark matter can be modeled as a scalar field using two fitted parameters.