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On Lipschitz-like continuity of a class of set-valued mappingsWe study set-valued mappings defined by solution sets of parametric systems of equalities
Asymptotic Form of Parametric Basis Functions for the Model of Quantum Tunnelling of Diatomic Molecules one by means of Kantorovich expansion over the set of parametric basis functions. The algorithm
Second-order variational analysis of parametric constraint and variational systems with a large class of parametric constraint systems (PCS) that appear, in particular, in nonpolyhedral
A study of one class of NLP problems arising in parametric Semi-Infinite Programming of solutions' properties of parametric semi-infinite programming (SIP) problems with finitely representable
General parametrization of black holes: The only parameters that matterThe general parametrization of a black-hole spacetime in arbitrary metric theories of gravity
Parametrizations of Limit Positions for the Discriminant Locus of a Trinomial System
of the study is the properties of the parametrization of the discriminant set of the system and the general
Directional metric regularity of mappings and stability theorems set which play a central role in sensitivity analysis for optimization problems. The Robinson
On study of properties of special nonlinear problems arising in parametric SIPWe study parametric Semi-infinite Programming (SIP) problems with finitely representable compact
Full Stability of General Parametric Variational Systems of solutions to three-parametric variational systems described in the generalized equation formalism involving
Model of diatomic homonuclear molecule scattering by atom or barriers of Kantorovich expansion over the set of parametric basis functions. The algorithm for calculating the asymptotic
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