A note on the fundamental matrix of variational equations in $\mathbb {R}^3$

Ladislav Adamec

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A note on a generalization of Diliberto's Theorem for certain differential equations of higher dimension

Ladislav Adamec (2005)

Applications of Mathematics

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In the theory of autonomous perturbations of periodic solutions of ordinary differential equations the method of the Poincaré mapping has been widely used. For the analysis of properties of this mapping in the case of two-dimensional systems, a result first obtained probably by Diliberto in 1950 is sometimes used. In the paper, this result is (partially) extended to a certain class of autonomous ordinary differential equations of higher dimension.

A partial generalization of Diliberto’s theorem for certain DEs of higher dimension

Adamec, Ladislav

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Displaying similar documents to “A note on the fundamental matrix of variational equations in ℝ 3 ”

A note on a generalization of Diliberto's Theorem for certain differential equations of higher dimension

A partial generalization of Diliberto’s theorem for certain DEs of higher dimension

Displaying similar documents to “A note on the fundamental matrix of variational equations in $ℝ^{3}$ ”