 About 1,150 results  books.google.com See also Continuation method (to a parametrized family); Continuation method (
to a parametrized family, for nonlinear operators). References [1] DAVIDENKO,
D.F.: “On a new numerical solution method for systems of nonlinear equations', ... 

 books.google.com See also Continuation method (to a parametrized family); Continuation method (
to a parametrized family, for nonlinear operators). References [1] DAVIDENKO,
D.F.: 'On a new numerical solution method for systems of nonlinear equations', ... 

 books.google.com [8] Trenogin V.A., Invertibility of nonlinear operators and parameter continuation
method (English summary), Spectral and ... [10] Trenogin V.A., Oneparametric
solutions families of nonlinear equations and DE in Banach spaces, Works of ... 

 books.google.com (Russian) [73] "Lyusternik's theorem and the best parametrization of solutions of
nonlinear equations", Funktsional. Anal, i Prilozhen. ... [74] "Invertibility of non
linear operators and parameter continuation method", Spectral and Scattering
Theory (A. Ramm, ed.), Plenum ... [77] "Oneparameter families of solutions of
nonlinear equations, and differential equations in a Banach space", Proc.
Internat. Conf. 

 books.google.com We show that a family Fp; p £ P of nonlinear elliptic boundary value problems of
index 0 parametrized by a compact manifold admits a reduction to a family of ... to
improve the wellknown continuation method of Bernstein. ... Bifurcation, index
bundle, fredholm operators, LeraySchauder degree, nonlinear elliptic BVP. 

 books.google.com Let A be a nonlinear operator on a reflexive real Banach space into its dual X*. ...
For each fixed e M, the parametric generalized quasivariational inequality
problem (PGQVIP) consists in finding x e H, u(x, A) e T(x, A), and ... {Ka} is a
family of nonempty, closed and convex subsets of H. First, the authors give a set
valued fixedpoint characterization of solutions to ... The concept of
paramonotonicity is used in the convergence theory of various iterative methods
for variational inequalities. 

 books.google.com Werner C. (1PITT) On the discretization error of parametrized nonlinear
equations. ... Now the infinitedimensional original problem is replaced by a
family of finitedimensional ones generated by some ... using degree theoretic
methods in R", including the idea of coincidence degree and Mawhin's
continuation theorem. 

 books.google.com ~102] Hettich, R. and Jongen, H. Th., On the local continuity of the Chebyshev
operator, JOT A 33 (1981), 296307. ... [108] Huneault, M., Calderon, R. and
Galiana, F. D., Fast secure economic dispatch using continuation methods, ... [
109] Jadikin, A. B., Nonlinear parametric optimization of largescale systems (in
Russian), Sbornik VNI 13 (1984), 5567. ... [116] Jongen, H. Th., Jonker, P. and
Twilt, F, On oneparametric families of optimization problems: equality constraints
, J. Optim. 

 books.google.com One of the first implementations of continuation methods in an industrial circuit
simulator was by Cermak in 1971 [1]. ... to classical methods for solving a system
of nonlinear equations f(x)=0, (1) we consider a parameterized family of
nonlinear ... If L is a linear operator, this type of embedding is called standard
embedding. 

 books.google.com Alexander, J.C. and S.S. Antman, Global behavior of solutions of nonlinear
equations depending on infinite dimensional ... of certain spaces of nonlinear
operators and its relation to global bifurcation of the fixed points of parametrized
condensing operators, J. Funct. ... of the solution set of infinitely parametrized
families of vector fields, Boll. Un. Mat. Ital. A. (6) 1 (1982), 309312. Alexander,
J.C. and J. A. Yorke, The implicit function theorem and global methods of
cohomology, J. Funct. 

 