PageHeader : Funkcialaj Ekvacioj, 27 (1984), 367-391
Title : A General Solution of a Nonlinear 2-System without Poincare' $\mathrm{s}$
Title : Condition at an Irregular Singular Point
AuthorInfo : By
AuthorInfo : Setsuji YOSHIDA
AuthorInfo : (Kobe University, Japan)
section : ��1. Motivation and Statement of Main Results
section : ��2. Proof of Theorem 1
section : ��3. Fundamental Lemma for truncated differential systems
section : ��4. Sectorial domain S and path $\Gamma(x_{0})$ of integeration
subsection : 4.1. Determination of constants $\kappa$ and $\Omega$ .
subsection : 4.2. Sectional domain $\mathscr{S}$ .
subsection : 4.3. Path $\Gamma(x_{0})$ of integration.
subsection : 4.4.
section : ��5. Stable domain 9
subsection : 5.1. Definition of $\mathscr{D}$ .
subsection : 5.2. Stability.
section : ��6. Proof of Fundamental Lemma under assumption (a)
section : ��7. Proof of Fundamental Lemma under assumption (b)
subsection : 7.1. Path $\Gamma(x_{0})$ of integration.
subsection : 7.2. Stable domain.
subsection : 7.3. Proof of Fundamental Lemma under assumption (b).
section : Appendix.
section : References