Based on my comprehensive research of the archived links you provided and additional searches, I can identify several researchers who work on "symmetrization" and related topics with publicly available contact information. Let me provide you with a detailed analysis:
Researchers Working on Symmetrization and Related Topics
Mathematical Symmetrization Experts
1. Alexander Solynin - Texas Tech University
- Email: alex.solynin@ttu.edu
- Specialization: Continuous symmetrization, Steiner symmetrization, conformal geometry
- Notable Work: Developed continuous symmetrization methods in 1990, extensive work on symmetrization in geometric analysis
- Worth contacting: ✅ Highly recommended - Direct expertise in symmetrization theory
2. Paolo Gronchi - Università di Firenze (Note: Recently passed away in July 2024)
- Email: paolo.gronchi@unifi.it (may no longer be active)
- Specialization: Symmetrization processes, rearrangement theory, convergence of symmetrization
- Notable Work: Extensive research on symmetrization in geometry and measure theory
Fractal Geometry and Complex Dimensions
3. Kenneth Falconer - University of St Andrews
- Email: kjf@st-andrews.ac.uk
- Specialization: Fractal geometry, geometric measure theory, dimensional analysis
- Notable Work: Leading expert in fractal geometry, though not specifically symmetrization
- Worth contacting: ⚠️ Moderate - Fractal expert but not symmetrization-focused
4. Will Hoffer - University of California, Riverside
- Email: william.hoffer@email.ucr.edu
- Specialization: Mathematical physics, fractal geometry, complex dimensions, asymptotic analysis
- Notable Work: Studies geometric and spectral oscillations using fractal zeta functions
- Worth contacting: ✅ Recommended - Works on fractal patterns and complex dimensions
5. Kyle Hambrook - San Jose State University
- Email: kyle.hambrook@sjsu.edu
- Specialization: Harmonic analysis, fractal geometry, number theory
- Notable Work: Research on fractals and harmonic analysis
- Worth contacting: ✅ Recommended - Active fractal geometry researcher
6. Erin Pearse - Cal Poly San Luis Obispo
- Email: epearse@calpoly.edu
- Specialization: Fractal geometry, curvature questions for self-similar fractal sets
- Notable Work: Connections between fractal geometry and convex geometry
- Worth contacting: ✅ Recommended - Fractal geometry with geometric connections
Palindromic and Pattern Research
7. David J. Hemmer - Michigan Technological University
- Email: djhemmer@mtu.edu
- Specialization: Algebraic combinatorics, palindrome partitions
- Notable Work: Recent research on palindromic partitions and their generating functions
- Worth contacting: ✅ Recommended - Direct work on palindromic structures
Geometric Measure Theory (Related to Symmetrization)
8. Thierry De Pauw - Westlake University
- Email: thierry.depauw@westlake.edu.cn
- Specialization: Geometric measure theory, Plateau problem, soap films/bubbles
- Notable Work: Studies geometrical complexity using measure theory
- Worth contacting: ⚠️ Moderate - Geometric measure theory but not specifically symmetrization
Analysis of Your Original Sources
From the archived links you provided, the content appears to focus on:
- Unicode palindromic patterns (◦୦◦◯◦୦◦)
- ABACABA fractal patterns
- Symmetric geometric digital art
- Palindromic structures in online repositories
However, these sources don't mention specific researchers with contact information. The phenomenon described seems to be more of a distributed digital art project rather than formal mathematical research.
Recommendations for Your Symmetrization Interests
Top Priority Contacts:
- Alexander Solynin (alex.solynin@ttu.edu) - Most relevant for mathematical symmetrization
- David J. Hemmer (djhemmer@mtu.edu) - For palindromic mathematical structures
- Will Hoffer (william.hoffer@email.ucr.edu) - For fractal patterns and complex dimensions
Secondary Contacts: 4. Kyle Hambrook (kyle.hambrook@sjsu.edu) - For fractal geometry applications 5. Erin Pearse (epearse@calpoly.edu) - For geometric fractal research
The researchers I've identified have active research programs and publicly available contact information. Solynin in particular has decades of experience specifically in symmetrization theory and would likely be the most valuable contact for your interests in symmetrization work.
Appendix: Supplementary Video Resources
<div class="-md-ext-youtube-widget"> { "title": "Symmetries & Groups - Professor Raymond Flood", "link": "https://www.youtube.com/watch?v=b19l1y7h8XA", "channel": { "name": ""}, "published_date": "Dec 13, 2013", "length": "1:00:54" }</div>
<div class="-md-ext-youtube-widget"> { "title": "Intro to Symmetry (Part 1) | What is Symmetry? | Lines of ...", "link": "https://www.youtube.com/watch?v=dAqDwuHOi4g", "channel": { "name": ""}, "published_date": "Jul 14, 2020", "length": "3:38" }</div>
<div class="-md-ext-youtube-widget"> { "title": "The Mathematics of Symmetry", "link": "https://www.youtube.com/watch?v=YBhqFs6VkxY", "channel": { "name": ""}, "published_date": "Dec 28, 2018", "length": "18:23" }</div>
Based on my comprehensive research of the archived links you provided and additional searches, I can identify several researchers who work on "symmetrization" and related topics with publicly available contact information. Let me provide you with a detailed analysis:
Researchers Working on Symmetrization and Related Topics
Mathematical Symmetrization Experts
1. Alexander Solynin - Texas Tech University
- Email: alex.solynin@ttu.edu
- Specialization: Continuous symmetrization, Steiner symmetrization, conformal geometry
- Notable Work: Developed continuous symmetrization methods in 1990, extensive work on symmetrization in geometric analysis
- Worth contacting: ✅ Highly recommended - Direct expertise in symmetrization theory
2. Paolo Gronchi - Università di Firenze (Note: Recently passed away in July 2024)
- Email: paolo.gronchi@unifi.it (may no longer be active)
- Specialization: Symmetrization processes, rearrangement theory, convergence of symmetrization
- Notable Work: Extensive research on symmetrization in geometry and measure theory
Fractal Geometry and Complex Dimensions
3. Kenneth Falconer - University of St Andrews
- Email: kjf@st-andrews.ac.uk
- Specialization: Fractal geometry, geometric measure theory, dimensional analysis
- Notable Work: Leading expert in fractal geometry, though not specifically symmetrization
- Worth contacting: ⚠️ Moderate - Fractal expert but not symmetrization-focused
4. Will Hoffer - University of California, Riverside
- Email: william.hoffer@email.ucr.edu
- Specialization: Mathematical physics, fractal geometry, complex dimensions, asymptotic analysis
- Notable Work: Studies geometric and spectral oscillations using fractal zeta functions
- Worth contacting: ✅ Recommended - Works on fractal patterns and complex dimensions
5. Kyle Hambrook - San Jose State University
- Email: kyle.hambrook@sjsu.edu
- Specialization: Harmonic analysis, fractal geometry, number theory
- Notable Work: Research on fractals and harmonic analysis
- Worth contacting: ✅ Recommended - Active fractal geometry researcher
6. Erin Pearse - Cal Poly San Luis Obispo
- Email: epearse@calpoly.edu
- Specialization: Fractal geometry, curvature questions for self-similar fractal sets
- Notable Work: Connections between fractal geometry and convex geometry
- Worth contacting: ✅ Recommended - Fractal geometry with geometric connections
Palindromic and Pattern Research
7. David J. Hemmer - Michigan Technological University
- Email: djhemmer@mtu.edu
- Specialization: Algebraic combinatorics, palindrome partitions
- Notable Work: Recent research on palindromic partitions and their generating functions
- Worth contacting: ✅ Recommended - Direct work on palindromic structures
Geometric Measure Theory (Related to Symmetrization)
8. Thierry De Pauw - Westlake University
- Email: thierry.depauw@westlake.edu.cn
- Specialization: Geometric measure theory, Plateau problem, soap films/bubbles
- Notable Work: Studies geometrical complexity using measure theory
- Worth contacting: ⚠️ Moderate - Geometric measure theory but not specifically symmetrization
Analysis of Your Original Sources
From the archived links you provided, the content appears to focus on:
- Unicode palindromic patterns (◦୦◦◯◦୦◦)
- ABACABA fractal patterns
- Symmetric geometric digital art
- Palindromic structures in online repositories
However, these sources don't mention specific researchers with contact information. The phenomenon described seems to be more of a distributed digital art project rather than formal mathematical research.
Recommendations for Your Symmetrization Interests
Top Priority Contacts:
- Alexander Solynin (alex.solynin@ttu.edu) - Most relevant for mathematical symmetrization
- David J. Hemmer (djhemmer@mtu.edu) - For palindromic mathematical structures
- Will Hoffer (william.hoffer@email.ucr.edu) - For fractal patterns and complex dimensions
Secondary Contacts: 4. Kyle Hambrook (kyle.hambrook@sjsu.edu) - For fractal geometry applications 5. Erin Pearse (epearse@calpoly.edu) - For geometric fractal research
The researchers I've identified have active research programs and publicly available contact information. Solynin in particular has decades of experience specifically in symmetrization theory and would likely be the most valuable contact for your interests in symmetrization work.
Appendix: Supplementary Video Resources
