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Now, we list some elementary properties of J.
In Section 2, we recall some elementary properties of sections.
A study investigating the elementary properties of the resultant mean-map has been stated in [1].
Some elementary properties of K ( n, q ) can be found in [10] and [11].
The elementary properties of submultiplicative and moderate weights can be found in [1].
Let us now try to distillate some elementary properties of (11) first.
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An elementary property of any electronic or electrical circuit is that the voltages present within it are referenced to a common point, conventionally called the ground.
Even the simple, elementary properties and relations of numbers often demand sophisticated mathematical tools.
We derive some elementary properties including recurrence relations of these numbers.
We derive some elementary properties including recurrence relations of these polynomials.
At this point, we should note that for t 1 ≠ t 2 ∈ R +, γ ∈ C, a ∈ N 0, generalized array type polynomials S a n ( x ; t 1, t 2 ; γ ) related to the non-negative real parameters have been recently developed (in [20]) and some elementary properties including recurrence relations of these polynomials have been derived.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com