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Practical Bifurcation and Stability Analysis

- R. Seydel
- Mathematics
- 27 October 1994

and Prerequisites.- Basic Nonlinear Phenomena.- Applications and Extensions.- Principles of Continuation.- Calculation of the Branching Behavior of Nonlinear Equations.- Calculating Branching… Expand

Numerical Integration of Stochastic Differential Equations

- R. Seydel
- Physics
- 2004

This chapter provides an introduction into the numerical integration of stochastic differential equations (SDEs). Again X t denotes a stochastic process and solution of an SDE,
$$\frac{{\partial… Expand

Practical bifurcation and stability analysis : from equilibrium to chaos

- R. Seydel
- Mathematics
- 1994

Basic Nonlinear Phenomena Practical Problems Principles of Continuation Calculation of the Branching Behaviour of Nonlinear Equations Calculating Branching Behaviour of Boundary-value Problems… Expand

From Equilibrium to Chaos: Practical Bifurcation and Stability Analysis

- R. Seydel
- Mathematics
- 1 February 1988

Rather than enjoying a good PDF next a cup of coffee in the afternoon, instead they juggled in the same way as some harmful virus inside their computer. from equilibrium to chaos practical… Expand

Numerical computation of branch points in nonlinear equations

- R. Seydel
- Mathematics
- 1 September 1979

SummaryThe numerical computation of branch points in systems of nonlinear equations is considered. A direct method is presented which requires the solution of one equation only. The branch points are… Expand

Tools for Computational Finance

- R. Seydel
- Computer Science
- 5 August 2002

Modelling Tools for Financial Options.- Generating Random Numbers with Specified Distributions.- Simulation with Stochastic Differential Equations.- Standard Methods for Standard Options.-… Expand

Role of continuation in engineering analysis

- R. Seydel, V. Hlavácek
- Mathematics
- 1987

Abstract This paper reviews the state of the art of the continuation methods. In particular, a discussion of the tracing of parameter dependent branches of solutions is presented. Basic steps of… Expand

TUTORIAL ON CONTINUATION

- R. Seydel
- Computer Science
- 1 March 1991

TLDR

Numerical computation of branch points in ordinary differential equations

- R. Seydel
- Mathematics
- 1 March 1979

SummaryThis paper deals with the computation of branch points in ordinary differential equations. A direct numerical method is presented which requires the solution of only one boundary value… Expand

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