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Examples
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Koch's Postulates say that the organism should be found in the bodies of those with the disease (and not in the bodies of those without the disease).
Raymond Griffith: How a Stomach Ache Changed the World Raymond Griffith 2010
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Koch's Postulates say that the organism should be found in the bodies of those with the disease (and not in the bodies of those without the disease).
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These conditions mirror the requirements in medicine to prove disease causation that are known as Koch's Postulates: discover the causative agent and remove it; demonstrate the disease is effectively treated; then introduce the causative agent again and show it causes the disease.
Paul Abrams: Winning the Economic Argument: Show Opponents This Graph, and Ask Them to Explain 2009
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* E.g., for those interested how Koch's Postulates work, to prove a person has gluten "allergy" causing malabsorption, a biopsy is taken of the duodenum demonstrating abnormalities; then gluten is withdrawn from the diet, the malabsorption improves, and a repeat biopsy shows a normal duodenum; then, gluten is added back, the symptoms return and a biopsy looks like the first one.
Paul Abrams: Winning the Economic Argument: Show Opponents This Graph, and Ask Them to Explain 2009
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[For those interested in a medical example of Koch's Postulates, see below] *.
Paul Abrams: Winning the Economic Argument: Show Opponents This Graph, and Ask Them to Explain 2009
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Postulates, not conclusions by Kyle Griffith on Sunday, Jun 28, 2009 at 10: 24: 20 PM
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One of a number of self-evident truths, or as Euclid called them, Postulates (sometimes Axioms) was that, “Two parallel lines are everywhere equidistant.”
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One of a number of self-evident truths, or as Euclid called them, Postulates (sometimes Axioms) was that, “Two parallel lines are everywhere equidistant.”
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Carnap, “Meaning Postulates”, in Meaning and Necessity
Bayesian Epistemology Talbott, William 2008
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One of a number of self-evident truths, or as Euclid called them, Postulates (sometimes Axioms) was that, “Two parallel lines are everywhere equidistant.”
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