On some fixed point results for cyclic (,)-admissible almost z-contraction in metric-like space with simulation function

HIGHLIGHTS

• who: Snehlata Mishra and collaborators from the of DrCV. Raman University, Kargi Road Kota, Bilaspur (Chhattisgarh), India have published the research work: On Some Fixed Point Results for Cyclic (,)-admissible Almost z-Contraction in Metric-Like Space with Simulation Function, in the Journal: (JOURNAL)
• what: This implies that lim σ( xn, xn+1 )=0. n→∞ Again, the authors show that { xn } is Cauchy sequence in_( X, σ), i.e., lim σ( xn, xm )=0. n,m→∞ Suppose on the contrary that is { xn } is not a Cauchy sequence. The authors show one example to support the obtained results . . .
  

   

  

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