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- Cartan–Kähler_theorem abstract "In mathematics, the Cartan–Kähler theorem is a major result on the integrability conditions for differential systems, in the case of analytic functions, for differential ideals I. It is named for Élie Cartan and Erich Kähler.It is not true that merely having dI contained in I is sufficient for integrability. There is a problem caused by singular solutions. The theorem computes certain constants that must satisfy an inequality in order that there be a solution.The Cauchy-Kovalevskaya theorem is required, so the analyticity is necessary.".
- Cartan–Kähler_theorem wikiPageID "1968544".
- Cartan–Kähler_theorem wikiPageRevisionID "551267646".
- Cartan–Kähler_theorem first "D.V.".
- Cartan–Kähler_theorem id "p/p072530".
- Cartan–Kähler_theorem last "Alekseevskii".
- Cartan–Kähler_theorem title "Pfaffian problem".
- Cartan–Kähler_theorem subject Category:Partial_differential_equations.
- Cartan–Kähler_theorem subject Category:Theorems_in_analysis.
- Cartan–Kähler_theorem comment "In mathematics, the Cartan–Kähler theorem is a major result on the integrability conditions for differential systems, in the case of analytic functions, for differential ideals I. It is named for Élie Cartan and Erich Kähler.It is not true that merely having dI contained in I is sufficient for integrability. There is a problem caused by singular solutions.".
- Cartan–Kähler_theorem label "Cartan–Kähler theorem".
- Cartan–Kähler_theorem sameAs Cartan%E2%80%93K%C3%A4hler_theorem.
- Cartan–Kähler_theorem sameAs Q5047052.
- Cartan–Kähler_theorem sameAs Q5047052.
- Cartan–Kähler_theorem wasDerivedFrom Cartan–Kähler_theorem?oldid=551267646.