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Scott Hotton

@scotton@mathstodon.xyz
mastodon 4.5.8

I am a mathematical biologist. My specialties in the field of mathematics are geometry and dynamical systems theory. I design and analyze mathematical models for natural phenomena ranging from the microscopic level (e.g. bacteria motility), the mesoscopic level (e.g. plant phyllotaxis), to higher level processes (e.g. embodied cognition). A common theme in my work has been the interaction between transport behavior and morphological form.

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Joined December 13, 2023
Website:
http://scotton.freeshell.org/index.html
Latest publication:
https://mitpress.mit.edu/9780262548199/the-open-dynamics-of-braitenberg-vehicles/

Posts

Open post
In reply to
scotton
Scott Hotton
@scotton@mathstodon.xyz

I am a mathematical biologist. My specialties in the field of mathematics are geometry and dynamical systems theory. I design and analyze mathematical models for natural phenomena ranging from the microscopic level (e.g. bacteria motility), the mesoscopic level (e.g. plant phyllotaxis), to higher level processes (e.g. embodied cognition). A common theme in my work has been the interaction between transport behavior and morphological form.

mathstodon.xyz
Scott Hotton
Scott Hotton
@scotton@mathstodon.xyz

I am a mathematical biologist. My specialties in the field of mathematics are geometry and dynamical systems theory. I design and analyze mathematical models for natural phenomena ranging from the microscopic level (e.g. bacteria motility), the mesoscopic level (e.g. plant phyllotaxis), to higher level processes (e.g. embodied cognition). A common theme in my work has been the interaction between transport behavior and morphological form.

mathstodon.xyz
@scotton@mathstodon.xyz · Apr 01, 2026
@clemens Today copilot told me the real line is not homeomorphic to itself.
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Open post
In reply to
scotton
Scott Hotton
@scotton@mathstodon.xyz

I am a mathematical biologist. My specialties in the field of mathematics are geometry and dynamical systems theory. I design and analyze mathematical models for natural phenomena ranging from the microscopic level (e.g. bacteria motility), the mesoscopic level (e.g. plant phyllotaxis), to higher level processes (e.g. embodied cognition). A common theme in my work has been the interaction between transport behavior and morphological form.

mathstodon.xyz
Scott Hotton
Scott Hotton
@scotton@mathstodon.xyz

I am a mathematical biologist. My specialties in the field of mathematics are geometry and dynamical systems theory. I design and analyze mathematical models for natural phenomena ranging from the microscopic level (e.g. bacteria motility), the mesoscopic level (e.g. plant phyllotaxis), to higher level processes (e.g. embodied cognition). A common theme in my work has been the interaction between transport behavior and morphological form.

mathstodon.xyz
@scotton@mathstodon.xyz · Mar 10, 2026
@ngons I happened to have this lying around.
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