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On variational inequalities for auction market problemsWe give an equivalent variational inequality formulation for a general class of equilibrium

On vector formulations of auction-type problems with applications for complex systems with active elements. We give its sufficient vector variational inequality formulation

On vector formulations of auction-type problems with applications for complex systems with active elements. We give its sufficient vector variational inequality formulation

Biharmonic Obstacle Problem: Guaranteed and Computable Error Bounds for Approximate Solutions the identity is replaced by an inequality. For any approximations of the direct and dual variational problems

On vector formulations of auction-type problems with applications for complex systems with active elements. We give its sufficient vector variational inequality formulation

On vector formulations of auction-type problems with applications for complex systems with active elements. We give its sufficient vector variational inequality formulation

Combined methods for dynamic spatial auction market models is suggested. We treat this model as an extended primal-dual system of variational inequalities or a saddle

Dynamic equilibrium model for spatial auction markets and capacity flows constraints for a certain time period propose a primal-dual system of variational

Error Estimates for Backward Euler Finite Element Approximations of American Call Option Valuation. The smoothness of the exact solution of the formulated variational inequality, which is necessary for studying

Nonlinear extended variational inequalities without differentiability: Applications and solution methodsWe consider a class of nonlinear problems which is intermediate between equilibrium and variational

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