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Projections of SDEs onto submanifolds. [PDF]

Inf Geom
Armstrong J, Brigo D, Ferrucci E.
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The Fubini Theorem

1978
The Fubini theorem belongs to the most powerful tools in Analysis. It is very useful in practical calculations and, besides, plays a striking role in proving several important theorems on integration. The Fubini theorem establishes a connection between the so called double integrals and repeated integrals.
J. Mikusiński
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On The Stochastic Fubini Theorem

Stochastics and Stochastic Reports, 1995
The stochastic Fubini theorem, which concerns the interchangeability of the stochastic and ordinary integrals of an integrand depending on a parameter, holds under a condition more general and natural that the one provided by Protter [2].
K. Bichteler, S.J. Lin
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Fubini theorem for F-valued integrals

Fuzzy Sets and Systems, 1994
Abstract In the paper, further investigations of set-valued integrals and F-valued integrals are carried out. After proving the Fubini theorem for set-valued integrals, the Fubini theorem for F-valued integrals is given. They are extensions of the classical Fubini theorem.
Deli Zhang, Caimei Guo
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Four counterexamples to the Fubini theorem

Mathematical Notes, 1997
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A. Uglanov
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Standard Convergence Theorems, The Fubini Theorem

2014
G. Roussas
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Iterated Integrals and the Fubini Theorem

2017
Lawrence J. Corwin, Robert H. Szczarba
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