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Gijs
Gijs
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You forget an $n$ in the index. After "I tried this way", firstsecond equivalence, you should apply:

$$ W^n(t) = \frac{1}{\sqrt{n}}M_{ln}(t) $$$$ M_l - M_m = M_{tn} - M_{sn} $$

You forget an $n$ in the index. After "I tried this way", first equivalence, you should apply:

$$ W^n(t) = \frac{1}{\sqrt{n}}M_{ln}(t) $$

You forget an $n$ in the index. After "I tried this way", second equivalence, you should apply:

$$ M_l - M_m = M_{tn} - M_{sn} $$

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Gijs
Gijs
  • 4.1k
  • 14
  • 20

You forget an $n$ in the index. After "I tried this way", first equivalence, you should apply:

$$ W^n(t) = \frac{1}{\sqrt{n}}M_{ln}(t) $$