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We proved a fixed point theorem for a class of maps that satisfy Ćirić's contractive condition dependent on another function. We presented an example to show that our result is a real generalization.

The aim of this work is to study the properties of the Lie derivative of currents and generalized forms on Riemann manifolds. For an application, we give some results of the Lie derivative of currents and generalized forms on Lie groups.

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No abstract