Übersetzung für "Inner product" in Deutsch

Angles between vectors are defined in inner product spaces.

Every inner product space is also a normed space.

An important example of a Banach space is a Hilbert space, where the norm arises from an inner product.

In particular, two vectors are considered orthogonal if their inner product is zero.

A Hilbert space is defined as a complete inner product space.

Lid plastic PP 24 white or black with inner gasket Product Code:

We also provide with the -inner product and induced norm on:

So, an inner product on a real vector space is a positive-definite symmetric bilinear form.

Orthogonality here means that the inner product =0.

In this case, we have the result that if two series converge absolutely then their Cauchy product converges absolutely to the inner product of the limits.

In mathematics, the dot product, or scalar product (or sometimes inner product in the context of Euclidean space), is an algebraic operation that takes two equal-length sequences of numbers (usually coordinate vectors) and returns a single number.

The inner product and outer product should not be confused with the interior product and exterior product, which are instead operations on vector fields and differential forms, or more generally on the exterior algebra.

The modern approach defines the three-dimensional Euclidean space more algebraically, via vector spaces and quadratic forms, namely, as an affine space whose difference space is a three-dimensional inner product space.

The invention relates to a pack produced from a single-piece blank made from board or a similar material which is coated with a sealable plastic layer on its inner, product contact side, with an at least approximately elliptical base section to which two side panels are hinged which in turn have sealing edge strips divided off from them by folding lines, and with folding lines to divide three gusset sections off from the base section and the two side panels on each narrow side of the pack.

This makes it possible, together with the specific transfer of the product parts from the processing channel into the conveying channel therebeneath, to influence the position of the inner product parts in relation to the outer part, on the one hand, and in relation to the other inner parts, on the other hand.