Article
Open Access
Bifurcation Analysis Of Nonlinear Parameterized Two-Point Bvps With Liapunov — Schmidt Reduced Functions
-
M. HERMANN
and
T.H. MILDE
Published/Copyright:
January 1, 2008
Received: 2008-10-06
Revised: 2008-12-16
Accepted: 2008-12-21
Published Online: 2008
Published in Print: 2008
© Institute of Mathematics, NAS of Belarus
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- Performance Of H-Lu Preconditioning For Sparse Matrices
- Bifurcation Analysis Of Nonlinear Parameterized Two-Point Bvps With Liapunov — Schmidt Reduced Functions
- On The Stability Of Finite-Difference Schemes For Parabolic Equations Subject To Integral Conditions With Applications To Thermoelasticity
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Keywords for this article
boundary value problem;
bifurcation points;
Liapunov — Schmidt reduc-tion;
extended systems;
esimplified Newton method
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Articles in the same Issue
- Ivan Gavrilyuk — 60
- An Alternating Potential-Based Approach To The Cauchy Problem For The Laplace Equation In A Planar Domain With A Cut
- Performance Of H-Lu Preconditioning For Sparse Matrices
- Bifurcation Analysis Of Nonlinear Parameterized Two-Point Bvps With Liapunov — Schmidt Reduced Functions
- On The Stability Of Finite-Difference Schemes For Parabolic Equations Subject To Integral Conditions With Applications To Thermoelasticity
- Numerical Solution Of A Hyperbolic Transmission Problem
- Two-Sided Approximations For Nonlinear Operator Equations
- Domain Decomposition Methods With Overlapping Subdomains For The Time-Dependent Problems Of Mathematical Physics
