0
Hallöchen,
hier erstmal mein Nemesis.
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)
Jetzt wird es schwammig, aber nach dem Lemma erhalte ich in (a) formulierte Testproblem, welches gegeben ist durch
$$ \phi:\Omega \rightarrow \{\mathbb{P}, \mathbb{Q}\}, \qquad \phi(\omega)= \begin{cases} \mathbb{P}, \qquad L(\omega) := \dfrac{q(\omega)}{p(\omega)} < c^*\\\mathbb{Q}, \qquad L(\omega) \geq c^* \end{cases} \text{ für } \omega \in \{1,2,3,4\}$$
Aber wie bestimme ich jetzt $\alpha$?
hier erstmal mein Nemesis.
Jetzt wird es schwammig, aber nach dem Lemma erhalte ich in (a) formulierte Testproblem, welches gegeben ist durch
$$ \phi:\Omega \rightarrow \{\mathbb{P}, \mathbb{Q}\}, \qquad \phi(\omega)= \begin{cases} \mathbb{P}, \qquad L(\omega) := \dfrac{q(\omega)}{p(\omega)} < c^*\\\mathbb{Q}, \qquad L(\omega) \geq c^* \end{cases} \text{ für } \omega \in \{1,2,3,4\}$$
Aber wie bestimme ich jetzt $\alpha$?
Diese Frage melden
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kowawo
Punkte: 39
Punkte: 39