Sentence examples for basic concepts of q-calculus from inspiring English sources

We recall some basic concepts of q-calculus [9].

In Section 2 we recall some basic concepts of q-calculus.

For the basic concepts of q-calculus, we refer the reader to [1].

First of all, we recall some basic concepts of q-calculus [18].

Let us recall some basic concepts of q-calculus [8, 9].

In this section, firstly, let us recall some basic concepts of q-calculus [14, 15].

We recall some notations and concepts of q-calculus.

The advantage of these new operators is that they reproduce not only constant functions but also x 2. Firstly, we recall some concepts of q-calculus.

Some definitions and notations regarding the concept of q-calculus can be found in [5].

In contrast to the classical definition of the derivative, the concept of q-calculus does not involve the idea of limit.

On the other hand, some impressive integral transforms also have the corresponding q-analogues in the concept of q-calculus; they include the q-Laplace transforms [10], the q-Sumudu transforms [9, 11 13], the q-Wavelet transform [14], the q-Mellin transform [15], q-(E_{2,1} -transform [16], q-Mangontarum transforms [17, 18], q-natural transforms [19], and so on.