Solving an Integral Equation via Tricomplex-Valued Controlled Metric Spaces

In this present study, we propose the concept of tricomplex-controlled metric spaces as a generalization both controlled metric-type and tricomplex spaces. work, establish fixed point results using Banach, Kannan Fisher-type contractions supported with nontrivial examples in setting proposed space. We apply derived result to find analytical solution an integral equation technique under same metric.