Bioengineering Hyperbook

Department of Bioengineering


Category: Computation and Mathematical Modeling

Microscopic Mathematics; Tintinnid’s Strategic Survival

Tintinnids, population dynamics, swimming, helices, geometry

Alexa Bailey, Lou Cubberly, Margaux-Blondin Routhier, Niall Slack-Watkins

Discussion of Nature’s Design Solutions in Tintinnids: Masters of Microzooplankton Survival

Tintinnids, plankton, geometry, buoyancy, swimming, aquatic ecosystems

Alexa Bailey, Lou Cubberly, Margaux-Blondin Routhier, Niall Slack-Watkins

The Mathematics of Tardigrade Behavior and Development

Tardigrades, 3D modeling, feeding, optimization, allometry, trophic networks

Luccia Jabbour, Eden Karp-Foster, Jeremy Lachance, Wadi Zahka

Mathematical Marine Models of Coral Polyps

Coral polyps, geometry, branching, environmental modeling, fractals, hyperbolic geometry

Michael Beyrouthy, Cris Izzi, Claudio Petroni, Alex Tsiskakis

Magnetic Marvels: A Mathematical Exploration of Magnetotactic Bacteria

Magnetotactic bacteria, crystals, symmetry, geometry, statistical mechanics, chemotaxis

Alex Gagnon, Catriona Kirk, Jason Li, Sofian Martinais

A Physical Analysis of Magnetotactic Bacteria: Nature’s Microscopic Compass as a Solution to a Motile Biotope

Magnetotactic bacteria, phototaxis, aerotaxis, sensing, fluid dynamics, swimming

Alex Gagnon, Catriona Kirk, Jason Li, Sofian Martinais

Mathematical Modelling of Dinoflagellate Swimming, Population Dynamics and Interactions with Other Organisms

Dinoflagellates, vertical migration, population modeling, growth modeling, carrying capacity

Thalia Azadian, Arda Barlas, Sophia Chen, Simon Girard

Mathematical Models of Diatoms: Understanding Their Complex Shape, Reproduction and Chain Formation

Diatoms, geometry, Gielis formula, structural functionality, fractals

Peter Matthews-Crochetiere, Daniel Ibrahim, Wenan Liao, Cedric Mackay

Life-Sustaining Processes of the Diatom

Diatoms, life cycles, biomineralization, reproduction, reactive oxygen species, biochemistry

Peter Matthews-Crochetiere, Daniel Ibrahim, Wenan Liao, Cedric Mackay

The Mathematical Principles Pertaining to Coccolithophores

Coccolithophores, geometry, 3D modeling, vestigial haptonema, growth modeling

Megan Farrow, Zackary Murphy, Minh Tri Pham, Jia Yi Yu

Exploring Aquatic Fungi Through Mathematical Tools

Aquatic fungi, mathematical models, population modeling, decomposition, bioremediation

Izabela Junqueira Magalhaes, Kristina Kerkelova, Ruizhi Liu, Yasmine Sadr Kaufmann

How mathematics governs the nature of tentacles

Tentacles, muscles, simulations, geometry, cylinders, flagella

Yousif Al Shajlawi, Henry Bain, Charles Barakett, Julianna Bede