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- Doob–Meyer_decomposition_theorem abstract "The Doob–Meyer decomposition theorem is a theorem in stochastic calculus stating the conditions under which a submartingale may be decomposed in a unique way as the sum of a martingale and an increasing predictable process. It is named for Joseph L. Doob and Paul-André Meyer.".
- Doob–Meyer_decomposition_theorem wikiPageID "3651135".
- Doob–Meyer_decomposition_theorem wikiPageRevisionID "565363593".
- Doob–Meyer_decomposition_theorem subject Category:Martingale_theory.
- Doob–Meyer_decomposition_theorem subject Category:Probability_theorems.
- Doob–Meyer_decomposition_theorem subject Category:Statistical_theorems.
- Doob–Meyer_decomposition_theorem comment "The Doob–Meyer decomposition theorem is a theorem in stochastic calculus stating the conditions under which a submartingale may be decomposed in a unique way as the sum of a martingale and an increasing predictable process. It is named for Joseph L. Doob and Paul-André Meyer.".
- Doob–Meyer_decomposition_theorem label "Doob–Meyer decomposition theorem".
- Doob–Meyer_decomposition_theorem sameAs Doob%E2%80%93Meyer_decomposition_theorem.
- Doob–Meyer_decomposition_theorem sameAs Q5296972.
- Doob–Meyer_decomposition_theorem sameAs Q5296972.
- Doob–Meyer_decomposition_theorem wasDerivedFrom Doob–Meyer_decomposition_theorem?oldid=565363593.