Existence and approximation of solution for vector mixed variational-like inequality under densely ( η, f ) – c -pseudomonotone mappings

HIGHLIGHTS

• who: SUJEET, KUMAR and SABYASACHI, PANI from the (UNIVERSITY) have published the research: EXISTENCE AND APPROXIMATION OF SOLUTION FOR VECTOR MIXED VARIATIONAL-LIKE INEQUALITY UNDER DENSELY ( u03b7, f ) - C -PSEUDOMONOTONE MAPPINGS, in the Journal: (JOURNAL)

SUMMARY

The dual of Y is denoted by Y * and the positive polar cone of C is denoted by C *, i.e C *={u ∈ B *: hu, vi ≥ 0, ∀v ∈ C}, and intC * ⊂ {u ∈ B *: hu, vi > 0, ∀v ∈ C}. C induces a vector ordering in B as follows: u ≤ v if and only if v - u ∈ C, u . . .

 



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