Let $X$ be a random variable with values in $A$. Let $Y$ be random variable with values in $B$.
Let $g: A\times\mathbb R \to C$ a differentiable function. Define $h(z)= \mathbb E(g(X,z)\mid Y=y)$. Into which space is function $h$ mapping?
Let $X$ be a random variable with values in $A$. Let $Y$ be random variable with values in $B$.
Let $g: A\times\mathbb R \to C$ a differentiable function. Define $h(z)= \mathbb E(g(X,z)\mid Y=y)$. Into which space is function $h$ mapping?
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