I promise all of those words will eventually fit together in a way that makes some kind of sense. #First, some context If you’re unfamiliar with Harry Potter or fandom culture in general, here’...
We propose in this article a brief description of the work, over almost a decade, resulting from a collaboration between mathematicians and biologists from four different research laboratories, identifiable as the co-authors of the articles whose res...
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The coalescent revolutionised theoretical population genetics, simplifying, or making possible for the first time, many analyses, proofs, and derivations, and offering crucial insights about the way in which the structure of data in samples from popu...
In genetics, transgressive segregation is the formation of extreme phenotypes, or transgressive phenotypes, observed in segregated hybrid populations compared
Population dynamics and evolutionary genetics underly the structure of ecosystems, changing on the same timescale for interacting species with rapid turnover, such as virus (e.g. HIV) and immune response. Thus, an important problem in mathematical mo...
Graying and thinning hair are typical concerns that affect millions worldwide, often causing distress and hurting self-esteem. By age 50, roughly a fifth of the population experiences some degree of graying, and hair loss affects both men and women across various age groups. Whil…
Bipartite projections are used in a wide range of network contexts including politics (bill co-sponsorship), genetics (gene co-expression), economics (executive board co-membership), and innovation (patent co-authorship). However, because bipartite p...
Regarding "Surname distribution in population genetics and in statistical physics" by Rossi, we add comments on the following two points: One is a difference in his renormalization-group formulation from the traditional one in statistical physics des...
The study of surnames as both linguistic and geographical markers of the past has proven valuable in several research fields spanning from biology and genetics to demography and social mobility. This article builds upon the existing literature to con...
The Hardy-Weinberg equation relies on the absence of sexual selection, the absence of genetic flow or mutation, and a large population such that the probabilities are equal to the frequencies.
In 1908 Godfrey Hardy and Wilhelm Weinberg, working independently, specified the relationship between genotype frequencies and allele frequencies that must occur in such an idealized population …
The Hardy-Weinberg Law of Genetic Equilibrium is a foundational principle in population genetics that describes how allele and genotype frequencies remain constant in an ideal population over …
The Hardy-Weinberg principle is a mathematical model used to describe the equilibrium of two alleles in a population in the absence of evolutionary forces. This model was derived independently by G.H. …
Hardy-Weinberg law, an algebraic equation that describes the genetic equilibrium within a population. It was discovered independently in 1908 by Wilhelm Weinberg, a German physician, and Godfrey …
The theory, which later became known as the Hardy-Weinberg principle of equilibrium, states that a population’s allele and genotype frequencies are inherently stable— unless some kind of …
When populations are in Hardy-Weinberg equilibrium, the allelic frequency is stable from generation to generation and the genotype frequencies match the Hardy-Weinberg proportions.