Sentence examples for element of inequality from inspiring English sources

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Mr. Kanak's nomination to the board was regarded by analysts as a logical next step in removing a significant element of inequality between them.

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Clay gave it top honors and commended Pulphus' "colorful landscape of symbolic characters representing social injustice, the tragic events in Ferguson, Missouri and the lingering elements of inequality in modern American society" in a May statement. .

Researchers at the Center for Economic Policy and Research compiled the data, and The Huffington Post is presenting it here as part of a new project focusing on one major element of income inequality.

Even though the influence of socialism reduced some elements of gender inequality in Vietnam, the influences of Confucianism and patriarchal lineage underpin persistent gender inequalities that may be reflected in the findings of this study.

To show that U can also be taken as the identity matrix, notice that the cost function in (47) does not depend on U, while the constraint implies (by looking at the diagonal elements of the inequality and recalling that U is unitary) that σ i 2 ≥ ( D B ) i, i, i = 1, …, m, (49).

"But the reality is that they're facing all of these elements of gender inequality all the time," she said.

"For one vital element of humor is inequality, and striking visual, aural and physical differences.

This means that our results contain the study of finding a common element of (general) variational inequalities problems and fixed points set of nonexpansive mapping, which were studied in [4 8] as special cases.

Let us now fix i ∈ { 1, …, m } and consider the inequality corresponding to the i th element of K ( X ) (the i th inequality of system (7)) f ( y i + z i 2 ) − 1 2 f ( y i ) − 1 2 f ( z i ) ≤ 0. It is equivalent to the following one: [ a i 1, …, a i n ] [ f ( x 1 ) ⋮ f ( x n ) ] ≤ 0, where [ a i j ] j = 1, …, n is the i th row of the matrix A f.

Further, they proved the strong convergence to a common element of solutions of the variational inequality problem and fixed point problem by using the hybrid method.

Under suitable conditions of {s n }, {r n }{α n }, γ, they proved that {x n } converges strongly to an element of the set of variational inequality problem and the set of a common fixed point of a finite family of nonexpansive mappings.

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