Generated with sparks and insights from 9 sources

Based on my research, I can provide you with information about several internet personas and researchers who work with symmetry, fractals, and related mathematical concepts. Here's what I found:

Academic Researchers with Public Contact Information

1. Gary Gordon - Lafayette College

Email: gordong@lafayette.edu
Specialization: Wallpaper groups, symmetry groups, combinatorics
Focus: Research on wallpaper groups and their applications in group theory
Contact: math.lafayette.edu1

2. Andrew Snowden - University of Michigan

Email: asnowden@umich.edu
Specialization: Symmetry group of the Cantor set, representation theory
Focus: Published research on "On the representation theory of the symmetry group of the Cantor set"
Contact: lsa.umich.edu2

3. Semyon Dyatlov - MIT

Email: dyatlov@math.mit.edu
Specialization: Quantum chaos and fractal uncertainty principle
Focus: Semiclassical analysis, hyperbolic dynamics, fractal geometry applications
Contact: math.mit.edu3

4. Richard Taylor - University of Oregon

Email: rpt@uoregon.edu
Specialization: Fractals in physics, psychology, and art
Focus: Interdisciplinary fractal research, bioinspiration, natural patterns
Contact: blogs.uoregon.edu4

5. Tushar Das - UW-La Crosse

Email: tdas@uwlax.edu
Specialization: Dynamical systems, fractal geometry, Diophantine approximation
Focus: Cantor-type fractals, thermodynamic formalism, dimension theory
Contact: uwlax.edu5

6. Brian Shelburne - Wittenberg University

Email: bshelburne@wittenberg.edu
Specialization: Chaos theory and fractals, computer science applications
Focus: Mathematical and computational properties of chaotic systems
Contact: wittenberg.edu6

Fractal Artists with Public Contact Information

7. Kevin - Square Designs

Email: ksquare@square-designs.com
Specialization: Fractal art, computational fractal geometry
Focus: Creating fractal compositions using mathematical formulas
Contact: square-designs.com7

8. Adam Hoffman - Fractal Artist

Email: Adam@ahfractals.com
Specialization: Digital fractal art, mathematical geometry
Focus: Creating fractal geometry using math equations, layering and coloring
Contact: adamhoffman.art8

9. Lianne Todd - Fractal Artist

Contact: Via contact form at fractaliart.com/contact9
Specialization: Digital fractal art, watercolor fractal works
Focus: Prints on metal and acrylic, various fractal artistic interpretations

Key Observations

Regarding P4M Symmetry and Inverted Cantor Sets:

• Gary Gordon at Lafayette College has specific expertise in wallpaper groups including P4M symmetry
• Andrew Snowden at University of Michigan has published recent research specifically on the symmetry group of the Cantor set
• Tushar Das works extensively with Cantor-type fractals and their dimensional properties

Most Active in "Symmetrizing Everything":

• Richard Taylor at University of Oregon has the most interdisciplinary approach, applying fractals across physics, psychology, art, and architecture
• Andrew Snowden has the most recent and specific work on Cantor set symmetries
• Gary Gordon has established expertise in wallpaper groups and their mathematical applications

Contact Accessibility: All the academic researchers listed have publicly available institutional email addresses and are actively publishing in their respective fields. The fractal artists also maintain public contact information for their work.

These individuals represent the most accessible experts in symmetry, fractals, and related mathematical concepts who maintain public personas and contact information similar to the examples you provided.

Appendix: Supplementary Video Resources

<div class="-md-ext-youtube-widget"> { "title": "Lathisms Lecture: Fractal Geometry", "link": "https://www.youtube.com/watch?v=EWxcN2LAQKo", "channel": { "name": ""}, "published_date": "Mar 31, 2022", "length": "48:16" }</div>

<div class="-md-ext-youtube-widget"> { "title": "Fractals: The Geometry of Chaos - Christmas Lectures with Ian ...", "link": "https://www.youtube.com/watch?v=nNMRiHaJxEA", "channel": { "name": ""}, "published_date": "Aug 24, 2018", "length": "4:33" }</div>

<div class="-md-ext-youtube-widget"> { "title": "Lecture - 14 Introduction to Fractals", "link": "https://www.youtube.com/watch?v=SJa-TyilD5A", "channel": { "name": ""}, "published_date": "Jan 6, 2009", "length": "52:29" }</div>