This paper presents equilibrium problems and their regularized problems in the framework of Hadamard spaces. Using the concept of tangent space products, we introduce a resolvent operator and deduce essential properties in relation to equilibrium problem. Furthermore, we analyze the regularized problems involving resolvent operators. Finally, we establish two convergence results concerning proximal algorithms.

 

 

Additional Information

Author(s)

   Kumam, Poom,  Inuwa, Adamu Yusuf, Chaipunya, Parin, Salisu, Sani

DOI

https://doi.org/10.37193/CJM.2024.01.06