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- Chung–Fuchs_theorem abstract "In mathematics, the Chung–Fuchs theorem, named after Wolfgang Heinrich Johannes Fuchs and Chung Kai-lai, states that for a particle undergoing a random walk in m-dimensions, it is certain to come back infinitely often to any neighborhood of the origin on a one-dimensional line (m = 1) or two-dimensional plane (m = 2), but in three or more dimensional spaces it will leave to infinity.Specifically, if a position of the particle is described by the vector where are independent m-dimensional vectors with a given multivariate distribution,then if , and , or if and ,the following holds:, However, for ,, .".
- Chung–Fuchs_theorem wikiPageID "35471835".
- Chung–Fuchs_theorem wikiPageRevisionID "569355583".
- Chung–Fuchs_theorem subject Category:Physics_theorems.
- Chung–Fuchs_theorem comment "In mathematics, the Chung–Fuchs theorem, named after Wolfgang Heinrich Johannes Fuchs and Chung Kai-lai, states that for a particle undergoing a random walk in m-dimensions, it is certain to come back infinitely often to any neighborhood of the origin on a one-dimensional line (m = 1) or two-dimensional plane (m = 2), but in three or more dimensional spaces it will leave to infinity.Specifically, if a position of the particle is described by the vector where are independent m-dimensional vectors with a given multivariate distribution,then if , and , or if and ,the following holds:, However, for ,, .".
- Chung–Fuchs_theorem label "Chung–Fuchs theorem".
- Chung–Fuchs_theorem sameAs Chung%E2%80%93Fuchs_theorem.
- Chung–Fuchs_theorem sameAs Q5116402.
- Chung–Fuchs_theorem sameAs Q5116402.
- Chung–Fuchs_theorem wasDerivedFrom Chung–Fuchs_theorem?oldid=569355583.