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Erkan Ozge Buzbas

Researcher at University of Idaho

Publications -  31
Citations -  711

Erkan Ozge Buzbas is an academic researcher from University of Idaho. The author has contributed to research in topics: Population & Approximate Bayesian computation. The author has an hindex of 9, co-authored 25 publications receiving 562 citations. Previous affiliations of Erkan Ozge Buzbas include University of Michigan & Stanford University.

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Recent selective sweeps in North American Drosophila melanogaster show signatures of soft sweeps.

TL;DR: In this paper, a statistical test based on a measure of haplotype homozygosity (H12) was developed to detect both hard and soft sweeps with similar power, and they used H12 to identify multiple genomic regions that have undergone recent and strong adaptation in a large population sample of fully sequenced Drosophila melanogaster strains from the DGRP.
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Scientific discovery in a model-centric framework: Reproducibility, innovation, and epistemic diversity.

TL;DR: It is shown that the scientific process may not converge to truth even if scientific results are reproducible and that irreproducible results do not necessarily imply untrue results.
Posted ContentDOI

The case for formal methodology in scientific reform

TL;DR: A formal statistical analysis of three popular claims in the metascientific literature is presented, showing how the use and benefits of such formalism can inform and shape debates about such methodological claims.
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Lack of Population Diversity in Commonly Used Human Embryonic Stem-Cell Lines

TL;DR: To the Editor: Human embryonic stem-cell research may lead to new methods of drug discovery, insights into mechanisms of disease, and eventually, cellular therapies, but investigators have been unable to target their research to diverse subgroups of existing lines or to ensure the inclusion of lines from the human populations most relevant to their diseases of interest.
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AABC: approximate approximate Bayesian computation for inference in population-genetic models.

TL;DR: This work presents "approximate approximate Bayesian computation" (AABC), a class of computationally fast inference methods that extends ABC to models in which simulating data is expensive, and demonstrates the performance of AABC on a population-genetic model of natural selection, as well as on a model of the admixture history of hybrid populations.