“…We believe that the structure of semi-linear uniform spaces is very rich, and all the known results on fixed point theory can be generalized. The object of this paper is to generalize the definition of Lipschitz condition, and contraction mapping on semi-linear uniform spaces given by Tallafha [12]. Also we shall give a new topopological properties and more properties of semi-linear uniform spaces.…”
In this paper we shall generalize the definition given in [1] for Lipschitz condition and contractions for functions on a non-metrizable space, besides we shall give more properties of semi-linear uniform spaces.
“…We believe that the structure of semi-linear uniform spaces is very rich, and all the known results on fixed point theory can be generalized. The object of this paper is to generalize the definition of Lipschitz condition, and contraction mapping on semi-linear uniform spaces given by Tallafha [12]. Also we shall give a new topopological properties and more properties of semi-linear uniform spaces.…”
In this paper we shall generalize the definition given in [1] for Lipschitz condition and contractions for functions on a non-metrizable space, besides we shall give more properties of semi-linear uniform spaces.
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