Generated with sparks and insights from 30 sources

Based on my comprehensive research, I can now provide you with a detailed answer about internet personas who symmetrize/fractalize everything, particularly focusing on inverted Cantor sets, along with their contact information.

Key Researchers and Artists with Public Contact Information

Academic Mathematicians & Researchers

1. Henry Segerman - Mathematical Visualization Expert

• Email: segerman@math.okstate.edu
• Affiliation: Oklahoma State University, Department of Mathematics
• Focus: 3D mathematical visualization, fractal curves, symmetry groups
• Notable Work: "Developing fractal curves" (Journal of Mathematics and the Arts, 2013), "The Quaternion Group as a Symmetry Group" (Bridges 2014)
• Platforms: YouTube channel1 (20+ million views), personal website2
• Relevance: Directly works with fractals and symmetry, published research on fractal development Oklahoma State University3

2. Frank Farris - Symmetry & Mathematical Art Specialist

• Affiliation: Santa Clara University, Department of Mathematics and Computer Science
• Website: webpages.scu.edu/ftp/ffarris/4
• Focus: Wallpaper patterns, mathematical symmetry, digital art using Fourier analysis
• Notable Work: "Creating Symmetry: The Artful Mathematics of Wallpaper Patterns" (Princeton University Press, 2015)
• Specialization: Symmetry structures in mathematical art, leveraging Fourier series for pattern creation Santa Clara University4

3. Susan Goldstine - Symmetry in Fiber Arts

• Affiliation: St. Mary's College of Maryland, Professor of Mathematics
• Website: faculty.smcm.edu/sgoldstine/5
• Focus: Fiber arts representing symmetry structures (knitting, embroidery, beadwork)
• Quote: "In recent years, I have been increasingly absorbed by representing different symmetry structures in various fiber arts"
• Relevance: Practical application of mathematical symmetry in tangible art forms St. Mary's College6

4. Edmund Harriss - Mathematical Artist & Maker

• Twitter: @Gelada7
• Affiliation: University of Arkansas, Department of Mathematical Sciences
• Website: maxwelldemon.com/edmund-harriss/8
• Focus: Tilings, patterns, mathematical visualization through physical making
• Notable: Co-author of "Patterns/Visions of the Universe" with Alex Bellos
• Relevance: Works with geometric patterns and mathematical structures in art University of Arkansas6

5. Hamid Naderi Yeganeh - Mathematical Artist

• Email: naderiyeganeh@gmail.com
• Twitter: @naderi_yeganeh9
• Affiliation: UCL Mathematics (Research Student)
• YouTube: youtube.com/@naderiyeganeh10
• Focus: Creating visual art using mathematical equations and trigonometric functions
• Notable: Creates complex imagery (birds, galaxies, natural scenes) using pure mathematical equations UCL Mathematics9

6. Carlos Gustavo Moreira - Cantor Set Specialist

• Email: Available through institution
• Affiliation: Southern University of Science and Technology, ICM
• Research: Extensive work on Cantor sets, particularly stable intersections of regular Cantor sets
• Key Publications:
  • "Stable intersections of regular Cantor sets with large Hausdorff dimensions" (Annals of Mathematics, 2001)
  • "There are no C¹-stable intersections of regular Cantor sets" (Acta Mathematica, 2011)
• Relevance: Direct researcher of Cantor set variations and properties Southern University of Science and Technology11

Digital Artists & Content Creators

7. Julius Horsthuis - 3D Fractal Artist

• Email: fractals@julius-horsthuis.com
• Phone: +31 6 10 6868 43
• Website: julius-horsthuis.com12
• Focus: Cinematic 3D fractal art, Mandelbulb visualizations
• Notable: Featured in major exhibitions, creates immersive fractal experiences
• Relevance: Professional fractal artist with public contact information Julius Horsthuis13

8. Gregory B. Searle - Fractal Art & Design

• Facebook: facebook.com/fractalartanddesign14
• Instagram: instagram.com/fractalartdesign15
• Website: fractalartdesign.com16
• Focus: Custom computer-generated fractal imagery using original code
• Specialization: Mandelbrot, Tower of Powers, and Newton fractal variations
• Relevance: Accessible fractal artist with clear contact methods Fractal Art Design16

9. Cliff Pickover - Mathematical Polymath

• Website: pickover.com17
• Twitter: @pickover18
• Background: Author of 50+ books, Yale Ph.D.
• Focus: Geometry, fractals, computational mathematics, structure of reality
• Notable: Prolific author and mathematician with active social media presence
• Relevance: Regularly posts about fractal mathematics and geometric patterns Cliff Pickover18

Mathemalchemy Collective

The Mathemalchemy project6 features 24 mathematician-artists, many with public contact information:

Key Members for Fractal/Symmetry Work:

• Jake Wildstrom: Crochet artist focusing on "self-similar and fractal designs"
• Ingrid Daubechies: math.duke.edu/people/ingrid-daubechies19
• Vernelle A. A. Noel: vaanoel.com20
• Tasha Pruitt: Instagram @tasha_math_art21, tashapruitt.com22

Instagram Fractal Artists

10. Fractal Journal (@prettyfractals)

• Platform: instagram.com/prettyfractals23
• Contact: linktr.ee/prettyfractals24
• Focus: Computer-generated fractal art using Unity, C#, and HLSL
• Specialization: Mandelbrot set renders, fractal spirals, mathematical visualization Instagram24

Communities & Platforms

Research Communities:

• Bridges Organization: bridgesmathart.org25 - Email: bridges@bridgesmathart.org
• Journal of Fractal Geometry: EMS Press26
• Fractals Journal: World Scientific27

Active Online Presence:

• Twitter hashtag: #FractalGeometry28
• GitHub repositories: Multiple fractal projects with contact information
• Mathematical art communities: Active on Instagram, Twitter, and academic platforms

Specific Focus on Inverted Cantor Sets

While most researchers work with standard Cantor sets, Carlos Gustavo Moreira stands out as having the most extensive published work on Cantor set variations. His research includes:

• Stable intersections of regular Cantor sets
• Proofs about C¹-stable intersections
• Hausdorff dimension properties
• Combinatorial approaches to Cantor set theory

For inverted Cantor set research specifically, I recommend contacting:

1. Carlos Gustavo Moreira (most relevant researcher)
2. Henry Segerman (fractal development expertise)
3. Academic communities through MathOverflow and Mathematics Stack Exchange

Notable Observation

The "O/O" Unicode symbol network you referenced appears to be a distributed digital art phenomenon using symmetric patterns and mathematical structures, including the ABACABA fractal pattern (2^n - 1 = Mersenne numbers). This suggests you may be interested in both the mathematical properties and the artistic/philosophical applications of these recursive structures.

Key repositories mentioned:

• git.pack.house/O/O29
• dagshub.com/OOOO/OOOO30

The individuals and communities listed above represent the most accessible and actively engaged researchers and artists working with mathematical symmetry and fractal structures, with publicly available contact information for collaboration or inquiry.

Appendix: Supplementary Video Resources

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<div class="-md-ext-youtube-widget"> { "title": "Math Encounters: "Forbidden Symmetries: The Fractal Beauty ...", "link": "https://www.youtube.com/watch?v=dKJRgiE4v3Y", "channel": { "name": ""}, "published_date": "Jul 13, 2023", "length": "1:02:52" }</div>

<div class="-md-ext-youtube-widget"> { "title": "Fractal Snowflakes, Symmetries, and Beautiful Math Decorations", "link": "https://www.youtube.com/watch?v=oPEWnArHoEU", "channel": { "name": ""}, "published_date": "Dec 15, 2022", "length": "14:06" }</div>