Toggle navigation
Logout
Change account settings
EN
DE
ES
FR
A-Z
Beta
About EconBiz
News
Thesaurus (STW)
Academic Skills
Help
EN
DE
ES
FR
My account
Logout
Change account settings
Login
Publications
Events
Your search terms
Search
Retain my current filters
~subject:"Mathematical program with complementarity constraints"
Search options
All Fields
Title
Exact title
Subject
Author
Institution
ISBN/ISSN
Published in...
Publisher
Open Access only
Advanced
Search history
My EconBiz
Favorites
Loans
Reservations
Fines
You are here:
Home
A note on solution sensitivity...
Similar by person
Narrow search
Delete all filters
| 1 applied filter
Year of publication
From:
To:
Subject
All
Mathematical program with complementarity constraints
Second-order sufficiency
3
BD-regularity
2
KKT system
2
Newton method
2
Semismooth Newton method
2
Sequential quadratic programming
2
Superlinear convergence
2
Variational problem
2
(Stabilized) sequential quadratic programming
1
2-regularity
1
Active-set method
1
Augmented Lagrangian
1
CD-regularity
1
Constraint qualification
1
Critical Lagrange multipliers
1
Degenerate constraints
1
Fischer-Burmeister function
1
Generalized Jacobian
1
Generalized equation
1
Global convergence
1
Josephy–Newton method
1
Karush–Kuhn–Tucker system
1
Linearly constrained Lagrangian method
1
Mathematical program with vanishing constraints
1
Merit function
1
Method of multipliers
1
Mixed complementarity problem
1
Natural residual function
1
Newton-type methods
1
Newton–Lagrange method
1
Noncritical Lagrange multiplier
1
Nonlinear complementarity problem
1
Optimality condition
1
Perturbation
1
Quasi-regularity
1
SQP
1
Semistability
1
Sensitivity analysis
1
Strong regularity
1
more ...
less ...
Online availability
All
Undetermined
1
Type of publication
All
Article
1
Language
All
Undetermined
1
Author
All
Izmailov, A.
1
Pogosyan, A.
1
Solodov, M.
1
Published in...
All
Computational Optimization and Applications
1
Source
All
RePEc
1
Showing
1
-
1
of
1
Sort
relevance
articles prioritized
date (newest first)
date (oldest first)
1
Semismooth Newton method for the lifted reformulation of mathematical programs with complementarity constraints
Izmailov, A.
;
Pogosyan, A.
;
Solodov, M.
- In:
Computational Optimization and Applications
51
(
2012
)
1
,
pp. 199-221
Persistent link: https://www.econbiz.de/10010998333
Saved in:
Results per page
10
25
50
100
250
A service of the
zbw
×
Loading...
