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Title
Authors
Fast Gradient Descent for Convex Minimization Problems with an Oracle Producing a (δ, L)-Model of Function at the Requested Point
Gasnikov A.V., Tyurin A.I.
Universal Method for Stochastic Composite Optimization Problems
Gasnikov A.V., Nesterov Y.E.
Newton-Type Method for Solving Systems of Linear Equations and Inequalities
Golikov A.I., Evtushenko Y.G., Kaporin I.E.
Numerical optimization methods for controlled systems with parameters
Tyatyushkin A.I.
An Algorithm for Source Reconstruction in Nonlinear Shallow-Water Equations
Kabanikhin S.I., Krivorotko O.I.
Multimethod Optimization of Control in Complicated Applied Problems
Tyatyushkin A.I.
Convergence of the gradient projection method and Newton’s method as applied to optimization problems constrained by intersection of a spherical surface and a convex closed set
Chernyaev Y.A.
Local Algorithms for Minimizing the Force Field for 3D Representation of Macromolecules
Yakovlev P.A., Anikin A.S., Bol’shakova O.A., Gasnikov A.V., Gornov A.Y., Ermak T.V., Makarenko D.V., Morozov V.P., Neterebskii B.O.
Reflection of a Rarefaction Wave from the Center of Symmetry: Theoretical Analysis of the Flow Features and Calculation by the Method of Characteristics
Valiyev K.F., Kraiko A.N.
Some Continuous Methods for Solving Quasi-Variational Inequalities
Mijajlović N., Jaćimović M.
Efficient numerical methods for entropy-linear programming problems
Gasnikov A.V., Gasnikova E.B., Nesterov Y.E., Chernov A.V.
Solution of Ill-Posed Nonconvex Optimization Problems with Accuracy Proportional to the Error in Input Data
Kokurin M.Y.
Dual approaches to the minimization of strongly convex functionals with a simple structure under affine constraints
Anikin A.S., Gasnikov A.V., Dvurechensky P.E., Tyurin A.I., Chernov A.V.
Gradient Projection Method for Optimization Problems with a Constraint in the Form of the Intersection of a Smooth Surface and a Convex Closed Set
Chernyaev Y.A.
Matrix-Free Conjugate Gradient Implementation of Implicit Schemes
Burago N.G., Nikitin I.S.
1 - 15 of 15 Items

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