On some fixed point results for (s, p, α)-contractive mappings in b-metric-like spaces and applications to integral equations

In this work, we introduce the notions of ( s , p , α )-quasi-contractions and ( s , p )-weak contractions and deduce some fixed point results concerning such contractions, in the setting of b -metric-like spaces. Our results extend and generalize some recent known results in literature to more general metric spaces. Moreover, some examples and applications support the results.