Algebraic Nexus of Fibonacci Forms and 2-Simplex Topology in Multicellular Morphogenesis

William E. Butler Hoyos; Héctor Andrade Loarca; Kristopher Kahle; Ziv Williams; Elizabeth G. Lamb; Julio Alcantara; T. Bernard Kinane; Luis Turcio

doi:10.20944/preprints202403.1293.v1

A peer-reviewed article of this Preprint also exists.

Butler Hoyos, W.E.; Andrade Loarca, H.; Kahle, K.T.; Williams, Z.; Lamb, E.G.; Alcantara, J.; Kinane, T.B.; Turcio Cuevas, L.J. Algebraic Nexus of Fibonacci Forms and Two-Simplex Topology in Multicellular Morphogenesis. Symmetry 2024, 16, 516. Butler Hoyos, W.E.; Andrade Loarca, H.; Kahle, K.T.; Williams, Z.; Lamb, E.G.; Alcantara, J.; Kinane, T.B.; Turcio Cuevas, L.J. Algebraic Nexus of Fibonacci Forms and Two-Simplex Topology in Multicellular Morphogenesis. Symmetry 2024, 16, 516.

Abstract

Background: Fibonacci patterns and tubular forms both arose early in the phylogeny of multicellular organisms. Tubular forms offer the advantage of a regulated internal milieu, and Fibonacci forms may offer packing efficiencies. The underlying mechanisms behind the cellular genesis of Fibonacci and tubular forms remain unknown.

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Algebraic Nexus of Fibonacci Forms and 2-Simplex Topology in Multicellular Morphogenesis

Abstract

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Subject

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