Chaos, Fractals, & Dynamical Systems
Chaos, Fractals, & Dynamical Systems (@nonperiodicflow) is a channel of recorded lectures from a Spring 2017 University of Vermont Math 266 course taught by Chris Danforth. With about 2,340 subscribers and a median of roughly 2,100 views per video, it posts long lectures on chaos theory, fractals and dynamical systems. Uploads stopped after 2021, and country is not stated in the data.
Academic chaos-theory lectures with a small, engaged, math-focused audience
- About 2,340 subscribers and a median of 2,068 views per video
- Long lectures averaging over an hour, with low commercial load
- The top lecture reached 14,366 views, showing a strong niche pull
Brand fit report
Content
- Formats
- recorded university lectures, guest lectures, visualization clips
- Tone
- academic, instructional
- Language
- English
- On camera
- No, voiceover and b-roll
- Production
- Phone, natural light
- Typical length
- 70 to 75 minutes
Audience
Commercial
- Brands seen
- None yet
- Categories promoted
- None yet
- Affiliate links
- No
No sponsorship disclosures found in the last 50 videos
Suitability GARM Brand Safety Floor + Suitability
Family friendly
Academic lecture content on mathematics with no flagged material in the recent titles.
We classify content, never people. No age, gender, ethnicity, religion or political views are inferred about the creator. Audience figures are estimates unless marked verified. Creators can correct anything on their profile.
Platforms
Benchmark score: 50 / 100
Public rule, same for everyone. How it works.
Recent videos
▶Lecture 2 (updated): Sources & sinks, basins of attraction, · 2.8k views
▶Lorenz '96 chaotic flower visualization · 2.8k views
▶Slow motion statistics · 1.4k viewsLast three uploads, latest 2080 days ago.
Video evidence for Spring 2017 University of Vermont Math 266 course taught by Chris Danforth course website: http://www.uvm.edu/~cdanfort/main/266.html course twitter account: https://twitter.com/NonperiodicFlow
Are you Chaos, Fractals, & Dynamical Systems? Claim or remove this profile.
About Chaos, Fractals, & Dynamical Systems
Chaos, Fractals, & Dynamical Systems (@nonperiodicflow) publishes recorded lectures from a Spring 2017 University of Vermont Math 266 course taught by Chris Danforth. The 32 videos are long, low-production lectures covering chaos, fractals, bifurcations and Lyapunov exponents, with a few guest lectures and visualization clips. Uploads ended in 2021, so the catalogue is fixed.
The channel draws a small audience of about 2,340 subscribers, with a median of roughly 2,070 views per video. Audience estimates suggest students, STEM learners and science enthusiasts, mostly in English-speaking countries. These are estimates from the data, not measured demographics.
No sponsorships have been detected. Rates would fall in the range of $20 to $35 per 1,000 median views, so about $40 to $70 per video. That CPM compares with $10 to $30 for paid ads. Brands in science education or math tools who want an academic audience should consider this channel.
Written from Chaos, Fractals, & Dynamical Systems's public YouTube profile, platform data and web mentions. Numbers updated 2026-10-19. Chaos, Fractals, & Dynamical Systems can edit or remove this page at any time.
Questions about Chaos,
How much does Chaos, Fractals, & Dynamical Systems charge for a sponsored video?
Based on a median of about 2,068 views, a sponsored integration would be priced in the range of $150 to $250 per video, which is the minimum floor. The CPM rule gives $20 to $35 per 1,000 views for long-form content.
What does Chaos, Fractals, & Dynamical Systems post about on YouTube?
The channel posts recorded lectures from a University of Vermont mathematics course on chaos theory, fractals and dynamical systems. Videos run over an hour and include guest lectures and short visualizations of chaotic systems.
How do I contact Chaos, Fractals, & Dynamical Systems for a brand deal?
Contact details unlock on Starbooked for $0.80. Boosted creators can be booked through Starbooked directly. The channel's listed links are its course website and an X account.
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