Technically speaking, are Ito integrals of stochastic processes $S$ with respect to Brownian motion $B$
$$ \int_{0}^{T} S_s dB_s $$
random variables or equivalence classes of almost surely equal random variables?
Technically speaking, are Ito integrals of stochastic processes $S$ with respect to Brownian motion $B$
$$ \int_{0}^{T} S_s dB_s $$
random variables or equivalence classes of almost surely equal random variables?
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