I need to output the answers from solve into the variables named just as they were named in the solve equations. I have checked out this thread

Assign the results from a Solve to variable(s)

but this is more about one variable having different values being stored. So you extract one data at a time and all. What I want is basically have the output of this solve below stored to the variables i1, i2, i3 and i4 so I can use them in further calculations.

In: Solve[-I (i2 - i1) + 5 (i2 - i4) + I (i2 - i3) == 0 && I (i3 - i2) + i3 == 0 && 5 (i4 - i2) + 1 + I == 0 && i1 + 2 == 0, {i1, i2, i3, i4}] Out: {{i1 -> -2, i2 -> -2, i3 -> -1 - I, i4 -> -(11/5) - I/5}} 

I tried something like

{i1, i2, i3, i4} -> {-2, -2, -1 - I, -(11/5) - I/5} 

but then

in: I (i1 - i3) out: I (i1 - i3) 

is what I got. The capital I are basically the imaginary operator but it becomes that when I copy paste here.

PS. I am not using linear solvers here or, better yet, MATLAB because I don't want to go through the troublesome arithmetics of simplification to get the coefficients.

I need to output the answers from solve into the variables named just as they were named in the solve equations. I have checked out this thread

Assign the results from a Solve to variable(s)

but this is more about one variable having different values being stored. So you extract one data at a time and all. What I want is basically have the output of this solve below stored to the variables i1, i2, i3 and i4 so I can use them in further calculations.

In: Solve[-I (i2 - i1) + 5 (i2 - i4) + I (i2 - i3) == 0 && I (i3 - i2) + i3 == 0 && 5 (i4 - i2) + 1 + I == 0 && i1 + 2 == 0, {i1, i2, i3, i4}] Out: {{i1 -> -2, i2 -> -2, i3 -> -1 - I, i4 -> -(11/5) - I/5}} 

I tried something like

{i1, i2, i3, i4} -> {-2, -2, -1 - I, -(11/5) - I/5} 

but then

in: I (i1 - i3) out: I (i1 - i3) 

is what I got. The capital I are basically the imaginary operator but it becomes that when I copy paste here.

PS. I am not using linear solvers here or, better yet, MATLAB because I don't want to go through the troublesome arithmetics of simplification to get the coefficients.