Recent content by Wlaubz

so are we looking to solve: s(u',v') = t(u,v) ?

well (x,y). Could you please explain why the structure of a line in a complex plain is of the the format (x,y) = t (u,v) please ?

Oops wait I think I'm mixing with the Reals here. K tell me if I'm right please. the equation of a line in a complex plane is of the form: (xo,yo) + t(u,v) where (xo,yo) is a point and (u,v) a vector ? So for you example the first line would have (0,0) as a point and we can assign an...

That is true. it could be two lines overlapping. In the case the the two lines are not overlapping. The intersection of two lines in C^2 must happen at the origin correct? so let's assume we have these two equations for the lines. Z1= 1 + i and Z2 = -1 + i They both intersect...

I mean it has to be the intersection of two 1-dimensional subspaces of C^2... so can't be a plane right ? I'm guessing a point. But I don't see how you can translate the intersection of two lines algebraically and proove that the description is correct...

Yeah I'm a little confused as to what kind of answer they are looking for... that's why I'm here

Hi I am new to the forum and I'm looking for help for a math problem I was given in my linear algebra class... Here its goes: Geometrically, a 1-dimensional subspace of C^2 is what kind of object? De- scribe the intersection of two such subspaces. Translate these geometric no- tions into...