A numerical technique is presented for determining a simple turning point in a branch of
solutions of an algebraic system of equations depending on a scalar parameter. Results are …

Many practical problems require information about a branch of solutions of a system of
nonlinear equations dependent upon a scalar parameter. We discuss some techniques for …

We report on a method to reduce the computational effort of computing bifurcation diagrams
for large nonlinear parameterdependent systems of variational type. Included are …

Various methods have been suggested for computing simple bifurcation points. Some of
these methods greatly enlarge the dimension of the system of equations to be solved. This …

Various quite satisfactory analytical and numerical techniques are available for analysing
bifurcation points when something about the structure is known á priori. The author …

The behavior of branches of solutions of a system of nonlinear algebraic equations
depending on a parameter in a neighborhood of a bifurcation point is examined. Directions …

This paper is concerned with paths of turning points in solutions of nonlinear systems having
two parameters. It is well known that these paths are solutions of a particular extended …

Analytical methods of bifurcation theory and numerical path-following methods complement
each other in many investigations of nonlinear systems. This brief “state of the art” review …

On the bifurcation diagram of discrete analogues for ordinary bifurcation problems Page 1
Math. Meth. in the Appl. Sci. (1979) 566-571’ 6 BG Teubner Stuttgart 1979 MOS …

A general, straightforward method for finding branching points of algebraical systems or
nonlinear boundary-value problems is presented. The technique proposed utilizes two …