Sentence examples similar to a notation is introduced to from inspiring English sources

In this article, a contextual notation is introduced to distinguish between dimensional and dimensionless variables and parameters.

The notation was introduced to allow more complex types of object to be defined, but in the examples from this paper only three types of atomic object are used: headlines, texts and pictures, discussed in Sect.

In this section some basic notations are introduced to give a formal definition of FDR.

Therefore, certain sets and notations are introduced to present the approach proposed in this write up.

Here the model is more general and notations are introduced to possibly allow different transmit powers at the source and at the relay, not only for the same carrier but also for different carriers.

A flexible notation is introduced for defining and manipulating the electron creation and the electron annihilation operators.

To elucidate following arguments, some notation is introduced: For each fixed policy π = {f1, f2,.. fN}∈Π, a transition probability matrix P t, π) is defined with the (i,j) element as pt(j|i, ft(i)).

Notation is introduced in this section and it is worth spending time getting to grips with it, as it is used consistently throughout the book.

Early in the 17th century, the first form of our modern exponential notation was introduced by Rene Descartes in his text titled La Géométrie; there, the notation is introduced in Book I. Nicolas Chuquet used a form of exponential notation in the 15th century, which was later used by Henricus Grammateus and Michael Stifel in the 16th century.

Examples are given, and a new notation using tensor products is introduced to define tractable general notation for the nonnormality measures.

To understand the first proposed mechanism, a notation will be introduced to specify the clusters in different redox and structural states.