Sentence examples for problem in the terminology of from inspiring English sources

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Recall the following equilibrium problem in the terminology of Blum and Oettli [51] (see also Fan [52]).

Recall the following equilibrium problem in the terminology of Blum and Oettli [35] (see also Fan [36]): Find x ∈ C such that F ( x, y ) ≥ 0, ∀ y ∈ C. (3.1).

First, we consider, in the framework of Hilbert spaces, solutions of a Ky Fan inequality, which is known as an equilibrium problem in the terminology of Blum and Oettli; see [26] and [27] and the references therein.

Next, we consider the problem of finding a solution of a Ky Fan inequality, which is known as an equilibrium problem in the terminology of Blum and Oettli; see [34] and [35] and the references therein.

Consider the following equilibrium problem in the terminology of Blum and Oettli [1]: mbox{Find } xin C mbox{ such that } F x,y geq0,quad forall yin C. (1.1) In this paper, the solution set of problem (1.1) is denoted by (operatorname{FP}(F)).

Then the sequence { x n } converges strongly to x = P VI ( C, A ) f ( x ), where P VI ( C, A ) is the unique metric projection from C onto VI ( C, A ). Next, we consider the problem of finding a solution of a Ky Fan inequality [23], which is known as an equilibrium problem in the terminology of Blum and Oettli; see [24] and the references therein.

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Similar(53)

These writings were shaped by his interest in problems in the natural sciences (or, in the terminology of his era, "natural philosophy") and by an intellectual context in which rationalist philosophies stemming from the work of Leibniz and Wolff held general sway.

In the terminology of [13] and [34] "futurible".

In the terminology of the public art field, such a work is "repurposed".

As a side effect of our work we found 40 different translation problems in the terminology systems and these results indicate the power of the method for finding inconsistencies in terminology translations.

My main problem with the current version is the terminology of intron gain.

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