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In this article, we present some fixed point theorems in partially orderedG-metric space using the concept of $(\psi,\phi)$- weak contraction whichextend many existing fixed point theorems in such space. We also give someexamples to show that if we transform a metric space into a G-metric space ourresults are not equivalent to the existing results in metric space.

Fixed point theorems for weak contraction in partially ordered G-metric space