Vyzkoušejte nový nástroj s podporou AI
Summon Research Assistant
BETA
Loading…
Towards Nonlinearity: The p-Regularity Theory
Bednarczuk, Ewa, Brezhneva, Olga, Leśniewski, Krzysztof, Prusińska, Agnieszka, Tret’yakov, Alexey A.
Published in Entropy (Basel, Switzerland) (12.05.2025)
Published in Entropy (Basel, Switzerland) (12.05.2025)
Get full text
Journal Article
Loading…
On the Finite Complexity of Solutions in a Degenerate System of Quadratic Equations: Exact Formula
Brezhneva, Olga, Prusińska, Agnieszka, Tret’yakov, Alexey A.
Published in Entropy (Basel, Switzerland) (25.07.2023)
Published in Entropy (Basel, Switzerland) (25.07.2023)
Get full text
Journal Article
Loading…
Loading…
Loading…
Loading…
Loading…
High order stability conditions for degenerate optimization problems; elements of p -regularity theory
Bednarczuk, Ewa, Prusińska, Agnieszka, Tret’yakov, Alexey A.
Published in Nonlinear analysis (01.02.2011)
Published in Nonlinear analysis (01.02.2011)
Get full text
Journal Article
Loading…
New perspective on some classical results in analysis and optimization
Brezhneva, Olga, Evtushenko, Yuri G., Tret'yakov, Alexey A.
Published in Optimization methods & software (04.07.2021)
Published in Optimization methods & software (04.07.2021)
Get full text
Journal Article
Loading…
Loading…
Loading…
Loading…
Application of p-regularity theory to nonlinear boundary value problems
Grzegorczyk, Wiesław, Medak, Beata, Tret’yakov, Alexey A
Published in Boundary value problems (22.11.2013)
Published in Boundary value problems (22.11.2013)
Get full text
Journal Article
Loading…
A short elementary proof of the Lagrange multiplier theorem
Brezhneva, Olga, Tret’yakov, Alexey A., Wright, Stephen E.
Published in Optimization letters (01.12.2012)
Published in Optimization letters (01.12.2012)
Get full text
Journal Article
Loading…
Come Back to Lagrange. The p-Factor Analysis of Optimality Conditions
Brezhneva, Olga, Tret'yakov, Alexey A.
Published in Numerical functional analysis and optimization (18.08.2010)
Published in Numerical functional analysis and optimization (18.08.2010)
Get full text
Journal Article
Loading…
A simple and elementary proof of the Karush–Kuhn–Tucker theorem for inequality-constrained optimization
Brezhneva, Olga A., Tret’yakov, Alexey A., Wright, Stephen E.
Published in Optimization letters (01.01.2009)
Published in Optimization letters (01.01.2009)
Get full text
Journal Article
Loading…
Optimality Conditions for Degenerate Extremum Problems with Equality Constraints
Brezhneva, Olga A., Tret'yakov, Alexey A.
Published in SIAM journal on control and optimization (01.01.2003)
Published in SIAM journal on control and optimization (01.01.2003)
Get full text
Journal Article
Loading…
Loading…
The p-Factor-Lagrange Methods for Degenerate Nonlinear Programming
Brezhneva, Olga A., Tret'yakov, Alexey A.
Published in Numerical functional analysis and optimization (02.10.2007)
Published in Numerical functional analysis and optimization (02.10.2007)
Get full text
Journal Article