Bifurcations of periodic solutions of nonlinear autonomous differential systems with a condition and resolution of singularities arising from bifurcations
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概要
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This paper deals with bifurcations of 4 \omega $-periodic solutions ($ \omega $ is unknown) of a parameter-dependent nonlinear autonomous differential system $ \frac{dx}{d\tau} = f(x,λ) (x,f(x, \lambda) \in R^n, \lambda \in R) $ whose right member $ f(x,\lambda) $ satisfies the condition $ f(Px, \lambda)= Pf(x,\lambda)(x \in R^n, \lambda \in R) $ for a real matrix $ P (\neq I_n $; a unit matrix) satisfying $ P^q = I_n $ for a positive even integer $ q $.
- 九州大学の論文
著者
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Yamamoto Norio
Department Of Applied Mathematics Faculty Of Engineering Tokushima University
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Yamamoto Norio
Department of Applied Mathematics,Faculty of Engineering Tokushima University
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