Sentence examples for more general notation from inspiring English sources

Inspired by modulus-based ratio, we can extend the ratio to a more general notation.

In this section, we introduce a more general notation.

We use the more general notation given by Hurlbert [ 64] of indices accounting for differences in availability of different resource states.

L. A. Zadeh first introduced fuzzy logic in order to cover more general linguistic notation for extending binary logic.

In A - M o d ∞ we have ℓ (U A ) = 0. Before we begin the proof, we set up the more general comodule notation and define a weaker class of maps Map C k (P, P ′ ) between two DG comodules of a coalgebra C. First, given a DG coalgebra C ∈ C o g and DG comodule P, we have a canonical filtration on P given by P [ k ] ≔ ker (Δ ¯ P k ).

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.

This definition is more general than the notation of cyclical maps, in sense that if the sets intersect, then every best proximity point is a fixed point.

To establish a more general result, we need more notations.

In Section 2, we introduce some notations, present Lemma 2.1 to describe more general relations between the relaxation function g and the corresponding resolvent kernel k and state the existence result to system (1.1 - 1.4 1.1 - 1.4

First, we define some notation, in line with Section  3, and restate part of a more general result of [ 17].

We, however, recall here the definition of a more general (than the one defined by Kampé de Fériet) double hypergeometric function in a slightly modified notation given by Srivastava and Panda [[4], p.423, Eq. (26)].