Sentence examples for self satisfying from inspiring English sources

Like taking drugs, trolling is a poor mistress that demands more and more to feed the self satisfying addiction that props up their self esteem.

Sitting smack dab in the center of the couch, lonesome style, the beaten but unbowed one cracks beer after beer whilst letting out sigh after self satisfying sigh, pondering on the monotony of human existence, pigeons in the park, and other such poignant shit.

It is evident that a pair ( A, S ) of self mappings satisfying the property (E.A) along with closedness of the subspace S ( X ) always enjoys the ( CLR S ) property.

In this paper, we obtain a unique common fixed-point theorem for two self mappings satisfying a generalized ψ−ϕ contractive condition in partial metric spaces.

Subsequently, some other authors [2 5] have generalized the results of Huang and Zhang [1] and have studied the existence of common fixed points of a pair of self mappings satisfying a contractive type condition in the framework of normal cone metric spaces.

In this manuscript, replacing (2) by some new weaker hypotheses we also establish a common fixed point result for four self maps satisfying a generalized Meir-Keeler type contraction on partial metric spaces.

The study of fixed points for single-valued non-self-maps or multivalued non-self-maps satisfying certain contractive conditions is an interesting and important direction of research in metric fixed point theory.

In the following example we give a self-mapping satisfying the conditions of Theorems 2.7 and 2.9, respectively, but does not satisfy the condition of Theorem 2.4.

"Sex is not dealt with with respect, man is depicted as a performing dog self-indulgently satisfying every whim and fancy thereby debasing any form of dignity and attacking the very roots of the family unit," reported Luff, asking the attorney general, Sir Peter Rawlinson, to prosecute under the 1968 Theatres Act.

is a complete metric space and is a self-mapping satisfying the inequality (4.4).

Let be a complete metric space, and let be a self-mapping satisfying the inequality (1.3).