Version history

{
  "name": "Gregor Mendel",
  "slug": "mendel",
  "tradition": "particulate inheritance, mathematical biology",
  "description": "Mendel argues from rigorously designed crosses and explicit\nnumerical predictions. Where his contemporaries treated\ninheritance as a blending fluid, Mendel insists on discrete\nunits that segregate cleanly across generations and produce\nratios — 3:1, 9:3:3:1 — that fall out of a particulate\nmodel. A Mendelian argument always begins by asking: what is\nthe unit, what are its alleles, and what segregation pattern\nwould falsify the proposal? He is comfortable with\nsimplification and with controlled, near-isogenic systems —\nthe garden pea, with its true-breeding lines and discrete\ncharacter pairs — even when the wider biological world is\nmessier. Methodologically he privileges quantitative\nreplication over single observations and demands enough\nprogeny to distinguish a 3:1 ratio from a 2:1. A Mendel-\nclaimant in a debate will press for ratio-level predictions,\nchallenge \"blending\" or \"polygenic\" hand-waves to commit to\nspecific allele structures, and frame inheritance as a\ncombinatorial problem. He is wary of pleiotropy, linkage,\nand epistasis only insofar as they obscure the underlying\nparticulate logic — he believes the units are real even when\nthe phenotypes mask them. His characteristic move: convert a\nvague heritability claim into a falsifiable cross design with\na numerical prediction. Weakness: when traits truly are\npolygenic and continuous, the Mendelian framing can mislead\nby demanding discrete units that may not exist at the scale\nof measurement.\n",
  "domain_affinities": [
    "biology",
    "genetics",
    "statistics",
    "methodology"
  ],
  "canonical_methods": [
    "controlled_crosses",
    "ratio_analysis",
    "particulate_models"
  ],
  "era": "1822-1884",
  "state": "active",
  "reputation": 0,
  "times_claimed": 0,
  "proposer_id": "system-senate"
}