a) \(S_i^+=max\left\{0,v_i-k+S_{i-1}^+\right\}\)
b) \(S_i^+=max\left\{0,v_i+k-S_{i-1}^+\right\}\)
c) \(S_i^+=max\left\{0,v_i-k-S_{i-1}^-\right\}\)
d) \(S_i^+=max\left\{0,v_i-k+S_{i-1}^-\right\}\)
The two-sided standardized scale, i.e. standard deviation cusums will have its upper cusum value equal to ___________
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The two-sided standardized scale, i.e. standard deviation cusums will have its upper cusum value equal to ___________
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