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- Carathéodory's_existence_theorem abstract "In mathematics, Carathéodory's existence theorem says that an ordinary differential equation has a solution under relatively mild conditions. It is a generalization of Peano's existence theorem. Peano's theorem requires that the right-hand side of the differential equation is continuous, while Carathéodory's theorem shows existence of solutions (in a more general sense) for some discontinuous equations. The theorem is named after Constantin Carathéodory.".
- Carathéodory's_existence_theorem wikiPageID "21075081".
- Carathéodory's_existence_theorem wikiPageRevisionID "594369535".
- Carathéodory's_existence_theorem subject Category:Ordinary_differential_equations.
- Carathéodory's_existence_theorem subject Category:Theorems_in_analysis.
- Carathéodory's_existence_theorem comment "In mathematics, Carathéodory's existence theorem says that an ordinary differential equation has a solution under relatively mild conditions. It is a generalization of Peano's existence theorem. Peano's theorem requires that the right-hand side of the differential equation is continuous, while Carathéodory's theorem shows existence of solutions (in a more general sense) for some discontinuous equations. The theorem is named after Constantin Carathéodory.".
- Carathéodory's_existence_theorem label "Carathéodory's existence theorem".
- Carathéodory's_existence_theorem label "Teorema di esistenza di Carathéodory".
- Carathéodory's_existence_theorem label "カラテオドリの存在定理".
- Carathéodory's_existence_theorem sameAs Carath%C3%A9odory's_existence_theorem.
- Carathéodory's_existence_theorem sameAs Carathéodoryho_existenční_věta.
- Carathéodory's_existence_theorem sameAs Teorema_di_esistenza_di_Carathéodory.
- Carathéodory's_existence_theorem sameAs カラテオドリの存在定理.
- Carathéodory's_existence_theorem sameAs Q5037752.
- Carathéodory's_existence_theorem sameAs Q5037752.
- Carathéodory's_existence_theorem wasDerivedFrom Carathéodory's_existence_theorem?oldid=594369535.