Practical Bifurcation and Stability Analysis

Practical Bifurcation and Stability Analysis By Seydel, Rüdiger U. Published by Springer Publication Date: 2009-12-14 Subject: Business & Economics Business Mathematics, Mathematics Mathematical Analysis, Mathematics Number Systems, Mathematics Applied, Mathematics Differential Equations - General, Mathematics Mathematical Analysis, Mathematics Number Systems, Science Physics Mathematical & Computational, Science Physics - Mathematical & Computational, Technology & Engineering Engineering (General), Technology & Engineering Engineering (General), Mathematical Physics, Maths For Engineers, Non-Linear Science, Numerical Analysis, Cybernetics And Systems Theory, Mathematik Analysis, Non-Linear Science, Maths For Engineers, Mathematical Physics, Numerical Analysis, Mathematics Mathematical Analysis, Mathematics, Mathematical Analysis, Technology & Engineering Engineering (General), Technology & Engineering, Engineering (General), Science Physics Mathematical & Computational, Science, Physics, Mathematical & Computational, Mathematics Number Systems, Number Systems, Cybernetics And Systems Theory, Mathematics, Engineering Mathematics, Differentiable Dynamical Systems, Anf: General Subject Keywords: Algebra; Applied Bifurcation Analysis; Equilibrium and Chaos; Numerical Algorithms; Numerical bifurcation methods; Periodic Solutions; Practical Bifurcation; Stability Analysis; Test Functions; algorithms; calculus; chaos; ordinary differential equation Genre: Non-Linear Science, Maths For Engineers, Mathematical Physics, Numerical Analysis, Mathematics, Mathematical Analysis, Technology & Engineering, Engineering (General), Science, Physics, Mathematical & Computational, Mathematics, Number Systems, Cybernetics And Systems Theory, Maths For Engineers, Mathematical Physics, Numerical Analysis Target Audience: Professional and scholarly