On weak sharp solutions in \((\rho , \mathbf{b}, \mathbf{d})\) -variational inequalities

[摘要] In this paper, weak sharp solutions are investigated for a variational-type inequality governed by $(\rho , \mathbf{b}, \mathbf{d})$-convex path-independent curvilinear integral functional. Moreover, an equivalence between the minimum principle sufficiency property and the weak sharpness property of the solution set associated with the considered variational-type inequality is established.

[学科分类] 电力

[关键词] Weak sharp solutions;Variational-type inequality;\((\rho;\mathbf{b};\mathbf{d})\) -convex path-independent curvilinear integral functional