A Mathematical Approach to Understanding Volvox
Algae, fractal geometry, self-assembly, nutrient uptake, embryo inversion, multicellularity, randomness, swimming
Robinson Libman, Meryem Louni, Ryan McGibbon, Ali Najjar
The Biophysics of Volvox
Protist, algae, hydrodynamic interaction, phototaxis, embryo inversion
Robinson Libman, Meryem Louni, Ryan McGibbon, Ali Najjar
Art in Symmetry: Mathematical Models that Dictate Radiolarian Structures
Voronoi tessellations, protist, biomineralization, symmetry, Geodesic sphere, tomography, symmetry
Vicky Barré, Liora Benzecry, Rhiannon Butler, Valerie Hung
The Innovative Structural and Physical Properties of Radiolaria
Protist, silica skeletons, buoyancy and specific gravity control, photosymbiosis, optical properties, photonics
Vicky Barré, Liora Benzecry, Rhiannon Butler, Valerie Hung
An Investigation into the Mathematical Modeling of the Properties of Gonium
Pyrolysis biofuel, formal language theory/computational linguistics, flagellar fluid dynamics, phototaxis, Thermogravimetric analysis, growth modelling
Andrew D’Argenio, Breanna D’Ettorre, Lucas Elliott, Joseph Gad
Mathematical Marvels of Foraminifera
Adaptation, pore patterns, symbiosis in microeukaryotes, calcification and acidification, shell growth/development, morphogenesis, symbiosis
Emma Bussières, Carolyn Denton, Reno Thompson, Xiao (Rachel) Jiang
Exploring the Mathematics of Unicellular Green Algae (Chlamydomonas Reinhardtii)
Unicellular green algae, synchronization, fluid dynamics, optimization, population dynamics, growth modeling
Ai-Lan Ji-Eun Nguyen, Tesnim Obey, Anders Schwarz, Jackson Yu
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
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