I think you are correct and that is what the notation means, but it does seem really weird that the question would be written like that. My guess now is that it is correct in saying you have a union of the intervals (0, 1/3) @ y=0, (1/3, 2/3) @ y=1/3 and (2/3, 1) @ y=0. So you are elevating the...
Unfortunately that's all I was given for the question and anything I have added on is all inferences. Just the homework statement and the relevant equations. I made an attempt at describing it because, firstly, I tried to do the question myself and secondly it is a requirement for posting. The...
You are not creating a line segment, it says to take 1/3X to start and X is the unit interval. Each equation from then on does something to the unit interval and you have to draw the total drawing using all functions up to that one. For instance, F3 includes F2 and F1.
The example equation...
The fractals I've seen in the past were matrices so I assumed it would be that, maybe it's a direction? and the 1/3 is the length of the direction? That was the part I was struggling with the most because none of the examples I have seen use that notation and I know that the first part is...
I'm assuming 1/3(1,1) and 2/3(1,0) means 1/3 of the point (1,1) and 2/3 of the point (1,0) but those are the exact equations I've been given.
I meant to say Cantor set not Koch curve, sorry I got confused there.
For F2 and F3 I just wrote what I thought might happen because you require to put an...
Attempt
The interval sketch is obviously a line from 0, 1.
F1 would cut the interval line by a third similar to the Cantor set.
F2 would cut the interval line by a third and then there is a transformation that moves to the point (1/3, 1/3).
F3 would cut the interval line by a third and then...
Unfortunately I've looked through all my notes and worksheets and the only adjacency matrices I've done is with numbers, not visuals and the networks have all been in 2D and pretty simple. I don't have at textbook at all. I'll see if I can find some information on the types of networks and post...
I have this set of adjacency matrices and networks given to me and I need to match the matrix to the network and then describe the dynamics.
At first glance it seems to be Ac, Bb and Ca but I'm not sure if that's too obvious and I'm missing something as I haven't looked at visual...