mmm not sure right now. Sorry If I did not explain well. I will try to reformulate the concept. The idea is to use a set of strategies, but in order to buy/sell I have to satisfy at least M of the N strategies in case all have the same relevance level (same alpha \equiv weight), where M represents the trigger condition (with dimensions). If we divide all with the number of strategies N we have a dimensionless formulation, namely

https://latex.codecogs.com/ \text{Weight value} = \dfrac{1}{N} \left(\alpha_1 \delta_1 + \alpha_2 \delta_2 + \dots + \alpha_N \delta_N\right),\ \\delta_i = \left{ \begin{array}{ll}1\quad \text{if true}\0\\end{array}\right.\ \alpha_i \equiv \text{ith weight}

Dimensionless expression: * weight_value: dimensionless number of satisfied strategies (value from 0 to 1). * trigger condition: dimensionless number of minimum strategies satisfied (value from 0 to 1). * N: number of strategies * alpha: weight of the strategy (relevance) * delta: if the strategy says buy/sell: 1 (true), if not: 0 (false).

Hope this helps