Is it possible to optimize this kind of (matrix) algorithm:
// | case 1 | case 2 | case 3 |
// ------|--------|--------|--------|
// | | | |
// case a| a1 | a2 | a3 |
// | | | |
// case b| b1 | b2 | b3 |
// | | | |
// case c| c1 | c2 | c3 |
// | | | |
switch (var)
{
case 1:
switch (subvar)
{
case a:
process a1;
case b:
process b1;
case c:
process c1;
}
case 2:
switch (subvar)
{
case a:
process a2;
case b:
process b2;
case c:
process c2;
}
case 3:
switch (subvar)
{
case a:
process a3;
case b:
process b3;
case c:
process c3;
}
}
The code is fairly simple but you have to imagine more complex with more "switch / case".
I work with 3 variables. According they take the values 1, 2, 3 or a, b, c or alpha, beta, charlie have different processes to achieve. Is it possible to optimize it any other way than through a series of "switch / case?
(Question already asked in french here).
Edit: (from Dran Dane's responses to comments below. These might as well be in this more prominent place!)
"optimize" is to be understood in terms of having to write less code, fewer "switch / case". The idea is to improve readability, maintainability, not performance.
There is maybe a way to write less code via a "Chain of Responsibility" but this solution is not optimal on all points, because it requires the creation of many objects in memory.