Some new coincidence point results in b-metric spaces using a simulation function

Key Points

• The new theorem demonstrates improved conditions for establishing coincidence points in b-metric spaces, using simulation functions.
• The study confirms the results through an example, showing the practical application of the new theorem.
• Extending existing knowledge, this approach enhances our understanding of uniqueness and existence in metric spaces.
• Simulation functions play a crucial role in potentially broadening the application of coincidence point theorems.