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Demonstrates fixed point theorems in cone A-b-metric spaces, indicating significant advancements in mathematical analysis.
In this paper, we first establish the conditions for a sequence to become a wrts-Cauchy and wrtn-Cauchy sequence in cone A-b-metric spaces. Next, we prove fixed point theorems with operator coefficients in cone A-b-metric spaces. We also give an example to show that known results in the literature are not applicable while our result is. Finally, we provide two applications of the results.
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Vo Thi Le Hang (2026) studied this question.
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