Realistic 3D fractal Christmas tree
I would be interested to see a realistic 3D fractal-generated Christmas tree. The best I could find is the Adobe Stock image below.
(Image by Tupungato.)
I would especially be interested in sufficient details that I could recreate its generation in code.
fractals art
add a comment |
I would be interested to see a realistic 3D fractal-generated Christmas tree. The best I could find is the Adobe Stock image below.
(Image by Tupungato.)
I would especially be interested in sufficient details that I could recreate its generation in code.
fractals art
add a comment |
I would be interested to see a realistic 3D fractal-generated Christmas tree. The best I could find is the Adobe Stock image below.
(Image by Tupungato.)
I would especially be interested in sufficient details that I could recreate its generation in code.
fractals art
I would be interested to see a realistic 3D fractal-generated Christmas tree. The best I could find is the Adobe Stock image below.
(Image by Tupungato.)
I would especially be interested in sufficient details that I could recreate its generation in code.
fractals art
fractals art
edited Dec 22 at 18:12
Shaun
8,582113580
8,582113580
asked Dec 22 at 17:49
Joseph O'Rourke
17.6k348106
17.6k348106
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2 Answers
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Example from Code Project:
https://www.codeproject.com/Articles/3412/%2FArticles%2F3412%2FCreate-a-Fractal-Christmas-Tree
and many more from Code Golf:
https://codegolf.stackexchange.com/questions/15860/make-a-scalable-christmas-tree
1
The rotating helical Mathematica tree by Silvia is impressive!
– Joseph O'Rourke
Dec 22 at 18:18
1
@JosephO'Rourke, I agree. And the TeX version is also impressive.
– Martín-Blas Pérez Pinilla
Dec 22 at 18:21
add a comment |
You can find a simple generation of the tree which is in python here. Also you can use Barnsley fern generation technique to recreate the Christmass tree. I mean using the Barnsley fern as a leaf of the tree and multiplying some random rotation matrix in the result of the generated leaf to create a tree. Find more details about it here.
Thanks. I am familiar with Barnsley's Interated Function Systems, but my experience is that it is not easy to produce a particular desired result. I don't doubt it can be achieved via IFS's.
– Joseph O'Rourke
Dec 22 at 18:09
@JosephO'Rourke my pleasure. Yes, I agree with you in "it is not easy to produce a particular desired result."
– OmG
Dec 22 at 18:11
add a comment |
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2 Answers
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active
oldest
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2 Answers
2
active
oldest
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active
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votes
Example from Code Project:
https://www.codeproject.com/Articles/3412/%2FArticles%2F3412%2FCreate-a-Fractal-Christmas-Tree
and many more from Code Golf:
https://codegolf.stackexchange.com/questions/15860/make-a-scalable-christmas-tree
1
The rotating helical Mathematica tree by Silvia is impressive!
– Joseph O'Rourke
Dec 22 at 18:18
1
@JosephO'Rourke, I agree. And the TeX version is also impressive.
– Martín-Blas Pérez Pinilla
Dec 22 at 18:21
add a comment |
Example from Code Project:
https://www.codeproject.com/Articles/3412/%2FArticles%2F3412%2FCreate-a-Fractal-Christmas-Tree
and many more from Code Golf:
https://codegolf.stackexchange.com/questions/15860/make-a-scalable-christmas-tree
1
The rotating helical Mathematica tree by Silvia is impressive!
– Joseph O'Rourke
Dec 22 at 18:18
1
@JosephO'Rourke, I agree. And the TeX version is also impressive.
– Martín-Blas Pérez Pinilla
Dec 22 at 18:21
add a comment |
Example from Code Project:
https://www.codeproject.com/Articles/3412/%2FArticles%2F3412%2FCreate-a-Fractal-Christmas-Tree
and many more from Code Golf:
https://codegolf.stackexchange.com/questions/15860/make-a-scalable-christmas-tree
Example from Code Project:
https://www.codeproject.com/Articles/3412/%2FArticles%2F3412%2FCreate-a-Fractal-Christmas-Tree
and many more from Code Golf:
https://codegolf.stackexchange.com/questions/15860/make-a-scalable-christmas-tree
answered Dec 22 at 18:09
Martín-Blas Pérez Pinilla
34.1k42771
34.1k42771
1
The rotating helical Mathematica tree by Silvia is impressive!
– Joseph O'Rourke
Dec 22 at 18:18
1
@JosephO'Rourke, I agree. And the TeX version is also impressive.
– Martín-Blas Pérez Pinilla
Dec 22 at 18:21
add a comment |
1
The rotating helical Mathematica tree by Silvia is impressive!
– Joseph O'Rourke
Dec 22 at 18:18
1
@JosephO'Rourke, I agree. And the TeX version is also impressive.
– Martín-Blas Pérez Pinilla
Dec 22 at 18:21
1
1
The rotating helical Mathematica tree by Silvia is impressive!
– Joseph O'Rourke
Dec 22 at 18:18
The rotating helical Mathematica tree by Silvia is impressive!
– Joseph O'Rourke
Dec 22 at 18:18
1
1
@JosephO'Rourke, I agree. And the TeX version is also impressive.
– Martín-Blas Pérez Pinilla
Dec 22 at 18:21
@JosephO'Rourke, I agree. And the TeX version is also impressive.
– Martín-Blas Pérez Pinilla
Dec 22 at 18:21
add a comment |
You can find a simple generation of the tree which is in python here. Also you can use Barnsley fern generation technique to recreate the Christmass tree. I mean using the Barnsley fern as a leaf of the tree and multiplying some random rotation matrix in the result of the generated leaf to create a tree. Find more details about it here.
Thanks. I am familiar with Barnsley's Interated Function Systems, but my experience is that it is not easy to produce a particular desired result. I don't doubt it can be achieved via IFS's.
– Joseph O'Rourke
Dec 22 at 18:09
@JosephO'Rourke my pleasure. Yes, I agree with you in "it is not easy to produce a particular desired result."
– OmG
Dec 22 at 18:11
add a comment |
You can find a simple generation of the tree which is in python here. Also you can use Barnsley fern generation technique to recreate the Christmass tree. I mean using the Barnsley fern as a leaf of the tree and multiplying some random rotation matrix in the result of the generated leaf to create a tree. Find more details about it here.
Thanks. I am familiar with Barnsley's Interated Function Systems, but my experience is that it is not easy to produce a particular desired result. I don't doubt it can be achieved via IFS's.
– Joseph O'Rourke
Dec 22 at 18:09
@JosephO'Rourke my pleasure. Yes, I agree with you in "it is not easy to produce a particular desired result."
– OmG
Dec 22 at 18:11
add a comment |
You can find a simple generation of the tree which is in python here. Also you can use Barnsley fern generation technique to recreate the Christmass tree. I mean using the Barnsley fern as a leaf of the tree and multiplying some random rotation matrix in the result of the generated leaf to create a tree. Find more details about it here.
You can find a simple generation of the tree which is in python here. Also you can use Barnsley fern generation technique to recreate the Christmass tree. I mean using the Barnsley fern as a leaf of the tree and multiplying some random rotation matrix in the result of the generated leaf to create a tree. Find more details about it here.
answered Dec 22 at 18:02
OmG
2,222620
2,222620
Thanks. I am familiar with Barnsley's Interated Function Systems, but my experience is that it is not easy to produce a particular desired result. I don't doubt it can be achieved via IFS's.
– Joseph O'Rourke
Dec 22 at 18:09
@JosephO'Rourke my pleasure. Yes, I agree with you in "it is not easy to produce a particular desired result."
– OmG
Dec 22 at 18:11
add a comment |
Thanks. I am familiar with Barnsley's Interated Function Systems, but my experience is that it is not easy to produce a particular desired result. I don't doubt it can be achieved via IFS's.
– Joseph O'Rourke
Dec 22 at 18:09
@JosephO'Rourke my pleasure. Yes, I agree with you in "it is not easy to produce a particular desired result."
– OmG
Dec 22 at 18:11
Thanks. I am familiar with Barnsley's Interated Function Systems, but my experience is that it is not easy to produce a particular desired result. I don't doubt it can be achieved via IFS's.
– Joseph O'Rourke
Dec 22 at 18:09
Thanks. I am familiar with Barnsley's Interated Function Systems, but my experience is that it is not easy to produce a particular desired result. I don't doubt it can be achieved via IFS's.
– Joseph O'Rourke
Dec 22 at 18:09
@JosephO'Rourke my pleasure. Yes, I agree with you in "it is not easy to produce a particular desired result."
– OmG
Dec 22 at 18:11
@JosephO'Rourke my pleasure. Yes, I agree with you in "it is not easy to produce a particular desired result."
– OmG
Dec 22 at 18:11
add a comment |
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