For the following scenario :
$E=100$ (energy available = $100$%)
Components = $N$ (can be $1,2,3,\dots,\infty$)
Now I want to split $E=100$ for each component, however, components are prioritised :
Example, component $1$ has first priority, component $2$ has second highest priority, and the rest have low priorities.
Application : If $E=100$
- $C_1=1$ (component $1$ has priority 1 )
- $C_2=2$
- $C_3=3,C_4=3,C_5=3$
Then $C_1$ must get the maximum value of $E$, while $C_2$ gets the second highest value ... $C_{345}$ must get the same equal lowest value of $E$
What mathematical model achieves this ?
Splitting $100/5$ will only give me equal values for all components, but im not sure how to achieve this with priorities.