I'm looking for a linear programming equation that satisfied the conditions;
Given that all variables here are binary variables
if A+B = 2; then C = 1; else C = 0
Also,
if A+B+D = 3; then E = 1; else E = 0
How would one phrase this and satisfy these conditions as well as linearity conditions?
I've tried
A + B - 2 <= M(1-y) and 1 - C <= My
for the first constraint but it doesn't seem to work
For the first equation, you can use:
C + 1 >= A + B
2C <= A + B
If there is a natural sense (max/min) for C
in the problem, one of those is sufficient.
Similarly for the second:
E + 2 >= A + B + D
3E <= A + B + D