Joachim Hermisson integrates many fields, such as Quantum mechanics, Statistical physics and Entropy (arrow of time), in his works. With his scientific publications, his incorporates both Statistical physics and Quantum mechanics. He combines Evolutionary biology and Zoology in his research. Joachim Hermisson performs multidisciplinary study on Zoology and Evolutionary biology in his works. Genetic algorithm and Genetics are commonly linked in his work. Joachim Hermisson connects Genetics with Gene in his study. His work in Gene is not limited to one particular discipline; it also encompasses Ecological speciation. His Ecological speciation study frequently involves adjacent topics like Gene flow. Joachim Hermisson undertakes multidisciplinary investigations into Gene flow and Reproductive isolation in his work.
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Soft Sweeps: Molecular Population Genetics of Adaptation From Standing Genetic Variation
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Genetics (2005)
Perspective: Evolution and detection of genetic robustness.
J. Arjan G. M. de Visser;Joachim Hermisson;Günter P. Wagner;Lauren Ancel Meyers.
Evolution (2003)
MSMS: a coalescent simulation program including recombination, demographic structure and selection at a single locus
Gregory Ewing;Joachim Hermisson.
Bioinformatics (2010)
Soft Sweeps II—Molecular Population Genetics of Adaptation from Recurrent Mutation or Migration
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Molecular Biology and Evolution (2006)
Soft sweeps III: the signature of positive selection from recurrent mutation.
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PLOS Genetics (2005)
The Population Genetic Theory of Hidden Variation and Genetic Robustness
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Genetics (2004)
Soft sweeps and beyond: understanding the patterns and probabilities of selection footprints under rapid adaptation
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Methods in Ecology and Evolution (2017)
The role of epistatic gene interactions in the response to selection and the evolution of evolvability.
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Theoretical Population Biology (2005)
Polygenic adaptation: a unifying framework to understand positive selection
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Nature Reviews Genetics (2020)
Mutation-selection balance: ancestry, load, and maximum principle.
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Theoretical Population Biology (2002)
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