Non-Euclidean Geometry

A Mathematical Approach to Understanding Volvox

Abstract This paper sheds light on the suitability of mathematical theories and models to unveil a variety of design solutions inherent to Volvox. Having evolved from the unicellular Chlamydomonas, Volvox demonstrates that multicellularity is of particular interest to improve the nutrient uptake per somatic cell. Also, randomness plays a role

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Mathematical Marine Models of Coral Polyps

While coral polyps have been extensively studied across various scientific perspectives, this paper will explore them from a Mathematical perspective. Coral’s spontaneous growth pattern was mathematically modelled and explained from a polyp-oriented perspective, showing how polyps contribute to growth patterns. Moreover, corals are heavily reliant on their environment which contributes…

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Patterns and Networks in Animal Colonies

Abstract This essay analyses an assortment of animal homes and the way they are constructed, maintained, and affected due to the environment that surrounds them. Since the usage of a refuge has been moulded by the evolution of animals in their original environment, recurring patterns can be observed when analyzing

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