Extraordinary claims require extraordinary evidence
The Sagan standard; ECREE
As long as extraordinary evidence is missing, we have no reason to believe an extraordinary claim; we can study it without believing it.
The further a claim departs from what we know, the stronger the evidence needed, and whoever makes the claim must supply it.
"Extraordinary claims require extraordinary evidence" is an argument by Carl Sagan (Broca's Brain, 1979; Cosmos, 1980, 1979) on the question "Should we believe without proof?" (answer: no belief without evidence). Its claim: As long as extraordinary evidence is missing, we have no reason to believe an extraordinary claim; we can study it without believing it. According to AskPhilosophy's logic check (Z3 solver), the argument is valid only if one grants a premise the author leaves unstated (P3). AskPhilosophy presents 3 objections, 1 of them with a documented reply, and the original text behind each premise, checked word for word.
In 1979, in Broca's Brain, the astronomer Carl Sagan reports a debate within an American committee of sceptics: should all doctrines that smell of pseudoscience be combated, or should each issue be judged on its merits, with the burden of proof on those who make the proposals? He sides with the second camp. The extraordinary should be pursued, he writes, but extraordinary claims require extraordinary evidence. The phrase, taken up in the series Cosmos (1980), extends an older principle, Hume's on miracles. It applies to any out-of-the-ordinary claim, religious ones included. A caveat: Sagan does not offer it as a demonstrated argument but as a rule of method; we re-read only the passage of Broca's Brain, not the text of Cosmos.
click a premise to reject it
Without the implicit premise: Without P3, the computer finds a case where the burden of proof falls on the claimant and the extraordinary is examined, but where ordinary evidence would suffice to believe an out-of-the-ordinary claim.
Objections
3Each objection is a conversation: click to see who replies and where the debate stands.
MMarcello Truzzi 1987 · attacks premise 1Truzzi, a sociologist and sceptic, accepts the rule: the more extraordinary a claim, the heavier the burden of proof. But he distinguishes the true sceptic, who only says "it is not proved", from the "pseudo-sceptic", who denies. Whoever asserts that a strange result comes from an error or from cheating also puts forward a thesis, and so must prove it in turn.
no reply
Truzzi, a sociologist and sceptic, accepts the rule: the more extraordinary a claim, the heavier the burden of proof. But he distinguishes the true sceptic, who only says "it is not proved", from the "pseudo-sceptic", who denies. Whoever asserts that a strange result comes from an error or from cheating also puts forward a thesis, and so must prove it in turn.
Alvin Plantinga 2000 · attacks premise 3Demanding evidence for every belief is a demand we do not keep for other beliefs (memory, other minds). Some beliefs are "basic": starting points for thought, rational without proof. Belief in God may be one of them, and Sagan's standard does not apply to it.
a defender replies
Demanding evidence for every belief is a demand we do not keep for other beliefs (memory, other minds). Some beliefs are "basic": starting points for thought, rational without proof. Belief in God may be one of them, and Sagan's standard does not apply to it.
RRichard Price 1767 · attacks premise 3Against Hume, Price notes that a particular lottery draw is improbable beyond all conception: with 50,000 tickets, each order of drawing has almost no chance. Yet the testimony of a newspaper or of any ordinary person is enough to make us believe it. A very improbable claim therefore does not always require out-of-the-ordinary evidence.
no reply
Against Hume, Price notes that a particular lottery draw is improbable beyond all conception: with 50,000 tickets, each order of drawing has almost no chance. Yet the testimony of a newspaper or of any ordinary person is enough to make us believe it. A very improbable claim therefore does not always require out-of-the-ordinary evidence.