Symmetric Functional Set-Valued Integral Equations and Bihari–LaSalle Inequality

In the paper, we consider functional set-valued integral equations whose representation contains integrals occurring symmetrically on both sides of equation. On coefficients equation, impose certain conditions, more general than standard Lipschitz condition, which allow application Bihari–LaSalle inequality in proofs obtained theorems. this way, obtain a result about existence and uniqueness solution equation under consideration insensitivity case minor changes parameters