Module 4 - Manley Ch 5 - Evidence Flashcards
(58 cards)
What is “evidence” in reasoning?
Evidence is any observation or fact that helps assess the likelihood of a hypothesis being true or false, guiding reasoning across disciplines.
What are the two key tests for assessing evidence?
The Evidence Test: Is the observation more likely if the hypothesis is true or false?
The Strength Test: How much more likely is the evidence if the hypothesis is true than if it is false?
What is the first rule of evidence?
Evidence should increase our confidence in a hypothesis, though the degree of increase depends on the evidence’s strength.
How do we measure the strength of evidence?
By comparing how likely the evidence is if the hypothesis is true versus if it is false, expressed as a “strength factor.”
What is a “strength factor”?
The number of times more likely the evidence is given that a hypothesis is true compared to when it is false (e.g., a strength factor of 10 means the evidence is 10 times more likely if the hypothesis is true).
What is the significance of a strength factor of less than 1?
It indicates that the evidence is less likely if the hypothesis is true, making it evidence against the hypothesis.
How confident should we be in a hypothesis when evidence has a strength factor of 10?
Confidence depends on both the strength of the evidence and prior confidence in the hypothesis; a strength factor of 10 strongly supports the hypothesis but doesn’t multiply confidence by 10.
When is evidence maximally strong for a hypothesis?
When the evidence could only occur if the hypothesis is true, making the probability of the evidence under the hypothesis being false equal to zero.
What is “independent evidence”?
Observations that are equally likely whether a hypothesis is true or false, providing no support for or against the hypothesis.
How does the strength of evidence relate to suppositional strength in arguments?
The stronger the evidence provided by premises, the greater the suppositional strength of the argument’s conclusion.
What happens if evidence supports both for and against a hypothesis?
The overall support depends on the relative strength of the evidence for each side.
What is the relationship between evidence and reasoning?
Responsiveness to evidence is central to reasoning, helping us update our beliefs and evaluate hypotheses effectively.
How does the strength test compare pieces of evidence?
By quantifying how much more likely each piece of evidence is under the hypothesis versus its negation, enabling precise evaluation.
How is “probability” defined in the context of this text?
Probability is our degree of confidence in a claim, represented as a value between 0 (certainly false) and 1 (certainly true).
What is the relationship between probability and confidence?
Probability expresses how confident we are that a claim is true, such as being 50% confident equating to a probability of 0.5.
What rule ensures probabilities are consistent?
The probabilities of a hypothesis (H) and its negation (not-H) must add up to 1 (e.g., if H is 0.8, not-H must be 0.2).
What is the Strength Test in evaluating evidence?
It compares how likely the evidence is if the hypothesis (H) is true versus if it is false, giving a strength factor.
What is the Opposite Evidence Rule?
If a piece of evidence (E) supports a hypothesis (H), then the absence of that evidence (not-E) supports not-H.
What is “Heads I win, Tails we’re even” bias?
A cognitive bias where evidence supporting a view is accepted, but evidence against it is dismissed or ignored.
Why is considering the opposite view important in evaluating evidence?
It helps avoid biased evaluation by forcing us to think about how likely evidence would be if the hypothesis were false.
What is Suppositional Strength?
The degree to which premises support a conclusion if the premises are true, evaluated as evidence for the conclusion.
Why must both sides of the Strength Test be evaluated?
Only considering how evidence fits with H (and not how it fits with not-H) can lead to overestimating its support for H.
Can evidence against a hypothesis be weaker than evidence for it?
Yes, evidence against H might be weaker than evidence for H, but it is still evidence that should adjust our confidence.
How does cognitive bias affect evidence evaluation?
Bias can cause us to dismiss evidence against our views or overvalue evidence that aligns with them.