Badges woven in the strips

Badges woven in the strips

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in wikipidia it's said that the tanaka's formula is the explicit doob–meyer decomposition of the submartingale $ert b(t)ert$. in general we have that tanaka's formula could be written as: $$\... stochastic-processes martingales stochastic-analysis asked yesterday rscrlli silver badges bronze badges votes
probability space, $(x_{n}, \... stochastic-processes definition martingales stopping-times asked days ago navier_stokes gold badges silver badges bronze badges votes answers views if $(x_{n})_{n \in \mathbb n}$ is a sub-martingale and $t$ a stopping time. then $(x_{n \wedge t})_{n \in \mathbb n}$ is...
https://math.stackexchange.com/questions/tagged/martingales
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bronze badges vote answer views transversality of sections i am working through a paper on $j$-holomorphic surves and i don't understand the part in the theorem where it says "smooth section transverse to the zero section".... differential-geometry manifolds vector-bundles asked days ago user silver
badges bronze badges votes answers views find the tangent space to $d \times [ , ]$, where $d$ is the unit disk in $\mathbb{c}$ for me there are not clear the notions of tangent vectors and tangent space. i have to find the tangent space to $d \times [ , ]$ in a point from $s^ \times \{ \}$, where $...
https://math.stackexchange.com/questions/tagged/manifolds