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Mathematical Challenges to Macroevolution

Mathematical Challenges to Macroevolution
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摘要 The theory of evolution was advanced by Darwin in 1859, prior to Mendel’s experiments demonstrating the particulate nature of inheritance. The modern synthesis was formulated in the early 1940s, well before the concept of coded information was understood. This paper outlines four mathematical challenges to the modern synthesis, which are based on current understanding of the proposed mechanisms of evolutionary change within the constraints of experimental molecular biology. The theory of evolution was advanced by Darwin in 1859, prior to Mendel’s experiments demonstrating the particulate nature of inheritance. The modern synthesis was formulated in the early 1940s, well before the concept of coded information was understood. This paper outlines four mathematical challenges to the modern synthesis, which are based on current understanding of the proposed mechanisms of evolutionary change within the constraints of experimental molecular biology.
作者 John B. Andelin John B. Andelin(Williston, North Dakota, USA)
机构地区 Williston
出处 《Journal of Applied Mathematics and Physics》 2022年第11期3385-3391,共7页 应用数学与应用物理(英文)
关键词 Evolution Convergence PROBABILITY Binomial Distribution Formula Ex Post Facto Probability Post-Hoc Probability Modern Synthesis Evolution Convergence Probability Binomial Distribution Formula Ex Post Facto Probability Post-Hoc Probability Modern Synthesis
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