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- Cramér–Wold_theorem abstract "In mathematics, the Cramér–Wold theorem in measure theory states that a Borel probability measure on is uniquely determined by the totality of its one-dimensional projections. It is used as a method for proving joint convergence results. The theorem is named after Harald Cramér and Herman Ole Andreas Wold.Letand be random vectors of dimension k. Then converges in distribution to if and only if:for each , that is, if every fixed linear combination of the coordinates of converges in distribution to the correspondent linear combination of coordinates of .This article incorporates material from Cramér-Wold theorem on PlanetMath, which is licensed under the Creative Commons Attribution/Share-Alike License.".
- Cramér–Wold_theorem wikiPageID "2951323".
- Cramér–Wold_theorem wikiPageRevisionID "556553352".
- Cramér–Wold_theorem id "3711".
- Cramér–Wold_theorem title "Cramér-Wold theorem".
- Cramér–Wold_theorem subject Category:Theorems_in_measure_theory.
- Cramér–Wold_theorem comment "In mathematics, the Cramér–Wold theorem in measure theory states that a Borel probability measure on is uniquely determined by the totality of its one-dimensional projections. It is used as a method for proving joint convergence results. The theorem is named after Harald Cramér and Herman Ole Andreas Wold.Letand be random vectors of dimension k.".
- Cramér–Wold_theorem label "Cramér–Wold theorem".
- Cramér–Wold_theorem label "Satz von Cramér-Wold".
- Cramér–Wold_theorem label "Teorema di Cramér-Wold".
- Cramér–Wold_theorem label "Twierdzenie Craméra-Wolda".
- Cramér–Wold_theorem sameAs Cram%C3%A9r%E2%80%93Wold_theorem.
- Cramér–Wold_theorem sameAs Satz_von_Cramér-Wold.
- Cramér–Wold_theorem sameAs Teorema_di_Cramér-Wold.
- Cramér–Wold_theorem sameAs Twierdzenie_Craméra-Wolda.
- Cramér–Wold_theorem sameAs Q966837.
- Cramér–Wold_theorem sameAs Q966837.
- Cramér–Wold_theorem wasDerivedFrom Cramér–Wold_theorem?oldid=556553352.