| dbo:abstract |
Eine Harris-Kette, benannt nach dem Mathematiker Theodore E. Harris, ist eine spezielle Markow-Kette in diskreter Zeit auf einem messbaren Zustandsraum. Harris-Ketten sind unter anderem interessant, da man für diese Ergodensätze formulieren kann. (de) In the mathematical study of stochastic processes, a Harris chain is a Markov chain where the chain returns to a particular part of the state space an unbounded number of times. Harris chains are regenerative processes and are named after Theodore Harris. The theory of Harris chains and Harris recurrence is useful for treating Markov chains on general (possibly uncountably infinite) state spaces. (en) |
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dbt:Citations_needed dbt:Short_description |
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dbc:Markov_processes |
| gold:hypernym |
dbr:Chain |
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| rdfs:comment |
Eine Harris-Kette, benannt nach dem Mathematiker Theodore E. Harris, ist eine spezielle Markow-Kette in diskreter Zeit auf einem messbaren Zustandsraum. Harris-Ketten sind unter anderem interessant, da man für diese Ergodensätze formulieren kann. (de) In the mathematical study of stochastic processes, a Harris chain is a Markov chain where the chain returns to a particular part of the state space an unbounded number of times. Harris chains are regenerative processes and are named after Theodore Harris. The theory of Harris chains and Harris recurrence is useful for treating Markov chains on general (possibly uncountably infinite) state spaces. (en) |
| rdfs:label |
Harris-Kette (de) Harris chain (en) |
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freebase:Harris chain yago-res:Harris chain wikidata:Harris chain dbpedia-de:Harris chain https://global.dbpedia.org/id/ZgLV |
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