I used the formula N*r^d=1, assumed that N=8 and from there got r=1/16. But I can't imagine how that fractal looks like. Maybe you know an instrument to visualize or just give me a hint.
Thanks in advance!
what I had in mind for the entity to somewhat look like
location wrist about the 3in
words that go with that I am trying to convey lol
spirituality, nature, navajo
entity to relate in appearance to navajo mythology and creation
thank you for taking your time to read this
I was playing the mod with my friend, and the entrance and exit of the fractal dimension was working normally for the both of us. This was only until when we entered the dimension one time, and found ourselves free falling in the fractal dimension, where it was completely empty and wiped out. It never returned to normal no matter how much I tried restarting the game in both single and multiplayer. I also noticed that the main world map became completely unmarked, so I cannot see the places that I previously discovered in the main world. This happens every time I enter, and exit the fractal dimension.
This was so fucking annoying, because I had up to 50+ hours on that world and for it just to mess up, it sucks.. Are there any possible fixes that would bring the fractal dimension back to normal? Anything would be appreciated
Greetings! There are many definitions of "measuring" the dimension of a fractal. I am just wondering what insights can we get from computing those. I do not see this much in lit. Examples:
- Is there any relationship between two fractals when their dimensions are equal, "close" to each other, or having a integer difference?
- What does the integer part of the dimension mean? (because "normally" dimensions are natural numbers)
- (Late addition) Is the dimension used in a formula for something?
I also appreciate references for the theorems, or applied math papers demonstrating those insights. Thanks for replies!
I’m looking for literature on how to calculate fractal dimension of a graph (potentially a directed tree/forest) with node attribute also being taken into account with edge connectivity, either together or separately. The literature I’m only aware of is the box-counting method only calculating the “mass” as number of nodes, without much consideration into edge or node weight.
Hey guys, wondering if anyone here has a Meshify C and is able to let me know the dimensions of the tempered glass as mine suddenly burst into a million pieces when I'm putting it back. I wasn't able to find a replacement but I know someone who is able to cut out an acrylic sheet so I was thinking of that as a replacement.
Based on my estimate it is 410mm x 360mm however I'm not too sure how far are the 4 holes in the corner for them to custom drill it. Would appreciate any help here :)
I'm trying to measure the level of fractality in a network: that is, how self-affine the structure of the graph really is. When analyzing time-series I used DFA (detrended fluctuation analysis), which splits the time series into chunks (from the smallest scale to the biggest scale) and then looks at the sum of the fluctuations in each.
Is there a similar approach in network analysis somebody knows of?
Seriously, I’ve been waiting an eternity for them to finish so I can move foreword. My wife’s getting really irate, does anyone have some experience with this? I think I need a new realtor.
I’m learning about fractals, and struggling to understand the concept of fractal dimensions. I understand it’s not really the same as topological dimension, and is not usually an integer number, but I have encountered a situation where I have a fractal with a capacity dimension of 2, and I just have no idea what this means. Is this fractal somehow now a 2 dimensional object, like a square? I can calculate it, I just have no idea what to do with this “dimension” number. It’s entirely meaningless to me so far.
I am trying to compare fractal dimension measurements to GLCM 2nd order measurements that are available in GEE.
Problem is I don't think fractal dimensions are implemented in GEE. How would I go about calculating this metric in GEE? I have a really large dataset so I cannot simply download rasters and compute the equation on my computer.
I tried ImageJ but it is incredibly inaccurate (tested well known examples and didn't even come close) Any recommendations?
