CHAPTER FOUR Bayes in the World Flashcards

1
Q

What is Bayes’ theorem ideal for?

A

Decision-making

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2
Q

Who are the psychologists known for their research on human irrationality?

A

Daniel Kahneman and Amos Tversky

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3
Q

What heuristic leads people to judge risks based on how easily they can think of examples?

A

Availability heuristic

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4
Q

What fallacy occurs when people mistakenly think that the probability of both A and B occurring is greater than either A or B occurring alone?

A

Conjunction fallacy

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5
Q

What effect shows that people’s decisions can change based on how information is presented?

A

Framing effects

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6
Q

True or False: Framing a problem can influence people’s decisions even if the logical content remains unchanged.

A

True

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7
Q

What was the percentage of medics who answered a question about disease prevalence correctly in a 1978 study?

A

18.33% (11 out of 60)

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8
Q

Fill in the blank: Humans tend to make basic logical mistakes due to _______.

A

Cognitive biases

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9
Q

What is the result of a 2011 study regarding junior obstetrics and gynecology doctors answering a question about breast cancer?

A

Only 26% got it right

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10
Q

What does Jens Koed Madsen suggest about human decision-making in everyday life?

A

Humans are rational in 90% of their decisions

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11
Q

What is Wason’s selection task designed to illustrate?

A

Confirmation bias

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12
Q

In Wason’s selection task, what are the correct cards to turn over?

A

The 8 and the young woman

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13
Q

What do people often fail to do in logical reasoning tasks, according to Madsen?

A

Look for ways to falsify a hypothesis

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14
Q

Fill in the blank: The selection task shows that humans are highly prone to _______.

A

Confirmation bias

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15
Q

What did a 1992 study find regarding participants’ performance in a natural versus abstract reasoning task?

A

75% got it right in a natural context

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16
Q

What is the significance of the replication crisis in psychology mentioned in the text?

A

It challenges the reliability of previous findings

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17
Q

True or False: The framing of a question can lead to different decision outcomes even when the logical content is equivalent.

A

True

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18
Q

What do the studies mentioned suggest about the rationality of humans?

A

Humans are rational when information is presented in familiar ways

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19
Q

According to the text, what is a common misconception about human decision-making?

A

That humans are deeply irrational

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20
Q

What is the main argument about human reasoning in familiar formats?

A

Humans are good at reasoning when it takes place in a familiar format.

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21
Q

Who conducted research on the San tribe’s reasoning abilities?

A

Louis Liebenberg

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22
Q

What does the heel of a porcupine’s paw have that distinguishes it from a honey badger’s paw?

A

Two proximal pads

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23
Q

In Bayesian reasoning, what is the difference between sampling probability and inverse probability?

A

Sampling probability is the chance that a one-pad print is left by a honey badger; inverse probability is the chance that a one-pad print has been left by a honey badger.

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24
Q

What is the prior probability in the context of the San’s reasoning about paw prints?

A

The likelihood of finding an ambiguous print from a common animal rather than a rare one.

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25
Q

What common phenomenon demonstrates people’s differing reactions based on their beliefs about politicians?

A

People react differently to the same speech based on whether they like or dislike the politician delivering it.

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26
Q

What did Madsen and colleagues find about voters’ opinions on policies based on politicians’ trustworthiness?

A

Voters’ prior beliefs influenced their opinions on policies supported or attacked by those politicians.

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27
Q

What heuristic allows humans to make quick decisions under uncertainty?

A

Mental heuristics

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28
Q

What is the availability heuristic?

A

A mental shortcut that relies on immediate examples that come to mind.

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29
Q

What is the gaze heuristic as described by Gerd Gigerenzer?

A

Fix your gaze on the ball, start running, and adjust your running speed so that the angle of gaze remains constant.

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30
Q

What did the Royal Air Force discover about the gaze heuristic in WWII?

A

They could use it to guide fighters to intercept bombers more quickly than calculating trajectories.

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31
Q

What do biases in human decision-making often result from?

A

Shortcuts and heuristics that misfire under certain conditions.

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32
Q

What is recency bias?

A

The tendency to overweight more recent evidence.

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33
Q

What is anchoring bias?

A

The tendency for the first piece of information encountered to set expectations.

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34
Q

What is frequency bias?

A

The tendency to rely more heavily on information that has been encountered most often.

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35
Q

What was a significant irrational choice made by Americans after September 11, 2001?

A

Choosing to drive long distances more, leading to increased driving deaths.

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36
Q

What is the mistake in the reasoning behind vaccine hesitancy?

A

Low trust in public health systems leads to distrust in vaccines.

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37
Q

What is the Monty Hall problem?

A

A probability puzzle involving choosing between three doors, one of which hides a prize.

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38
Q

What happens after a contestant chooses a box in the Monty Hall problem?

A

The host opens another box that is empty and offers the contestant a chance to switch.

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39
Q

What does switching boxes in the Monty Hall problem increase the probability of winning?

A

It increases the probability to 2/3.

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40
Q

What was the reaction of some mathematicians to Marilyn vos Savant’s solution to the Monty Hall problem?

A

Many were angry and insisted she was wrong.

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41
Q

What does the Monty Hall problem illustrate about human understanding of probability?

A

Many people struggle with formal probabilistic thinking.

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42
Q

What is a common misconception about the probability of winning in the Monty Hall problem?

A

That switching boxes does not change the probability.

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43
Q

What is the general public’s common misconception about the Monty Hall problem?

A

Most people think the true probability is 50 percent and that it makes no difference if you switch.

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44
Q

What should you do when presented with the Monty Hall problem, assuming Monty knows where the car is?

A

You should switch doors.

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45
Q

In the Monty Hall problem, what is the probability that you initially picked the correct door?

A

One-in-three, or approximately 0.33.

46
Q

What happens to the probabilities after Monty opens a door to reveal a goat?

A

The odds change, making it more likely that the car is behind the other unopened door.

47
Q

What happens to the prior odds if Monty doesn’t open a door with a goat?

A

The prior odds remain 1:1:1, and switching becomes irrelevant.

48
Q

What does Bayesian reasoning require in the context of the Monty Hall problem?

A

It requires using all available information about Monty’s behavior.

49
Q

What is the ‘Boy-Girl paradox’?

A

It refers to the probability of having two boys when at least one child is known to be a boy.

50
Q

What is the probability of a parent having two boys if one is known to be a boy?

A

One-third.

51
Q

How does the knowledge of the elder child being a boy affect the probability of the other child being a boy?

A

It changes the probability to 50 percent.

52
Q

What significant event occurred in 1983 that nearly led to nuclear war?

A

The Soviet Union mistook NATO’s Able Archer war game for a real attack.

53
Q

Who was the ‘well-placed spy’ that helped prevent a nuclear conflict during the Cold War?

A

A spy in the KGB’s London headquarters.

54
Q

What was Philip Tetlock’s role in the National Research Council’s panel?

A

He was the least impressive member but observed differing opinions on Soviet leadership.

55
Q

What unexpected event occurred after Chernenko’s death that neither liberals nor conservatives predicted?

A

The appointment of Mikhail Gorbachev as a reformer.

56
Q

What policies did Mikhail Gorbachev implement?

A

Glasnost (openness) and perestroika (restructuring).

57
Q

What did Tetlock conclude about the experts’ predictions following unexpected events?

A

Experts tended to reinterpret events to fit their existing beliefs.

58
Q

How many predictions did Tetlock’s study involve?

A

More than thirty thousand predictions.

59
Q

What was a key feature of the predictions made in Tetlock’s study?

A

They were falsifiable and time-limited.

60
Q

What was the main purpose of Tetlock’s study involving 284 experts?

A

To gather predictions from experts on various events that were falsifiable and time-limited.

61
Q

Why did Tetlock emphasize the need for precise numbers in predictions?

A

To avoid vague verbiage and ensure clarity in what experts mean by likelihood.

62
Q

What is the Brier score used for?

A

To assess the accuracy of forecasts by calculating the squared error of predictions.

63
Q

How is the Brier score calculated after a forecast is made?

A

By squaring the error between the forecast probability and the actual outcome.

64
Q

What distinction did Tetlock make between ‘hedgehogs’ and ‘foxes’?

A

Hedgehogs have one big idea for predictions, while foxes consider multiple factors and complexities.

65
Q

Who did Tetlock consider to be a ‘superforecaster’?

A

Individuals who excel at forecasting by thinking in Bayesian terms and incorporating prior probabilities.

66
Q

What is the ‘inside view’ in forecasting?

A

Judging probability based on the specifics of the current situation.

67
Q

What is the ‘outside view’ in forecasting?

A

Judging probability based on historical data and similar past events.

68
Q

What is the significance of using base rates in forecasting?

A

Base rates serve as a starting point for making probability judgments.

69
Q

Fill in the blank: The classic example of a Fermi estimate is estimating the number of _______ in Chicago.

A

piano tuners

70
Q

What was Larry Kudlow’s big idea according to Tetlock?

A

Supply-side economics, specifically that tax cuts stimulate the economy.

71
Q

True or False: The average forecaster in Tetlock’s study performed significantly better than random guessing.

72
Q

What was a notable regret of Tetlock regarding his comparison of forecasters to a ‘dart-throwing chimpanzee’?

A

That people misunderstood it to mean all experts were guessing randomly.

73
Q

What did Tetlock find about the predictions made by the top 2% of forecasters?

A

They were significantly better than random guessing and excelled at forecasting.

74
Q

What is a key characteristic of superforecasters according to Tetlock?

A

They update their predictions based on new information while considering prior probabilities.

75
Q

What is an example of a situation where a superforecaster might use the outside view?

A

Assessing the likelihood of a marriage succeeding based on divorce rates.

76
Q

Fill in the blank: The error in Brier score calculation is squared to ensure that _______ errors are treated positively.

77
Q

What can affect how much a forecaster updates their predictions away from the base rate?

A

Judgment on the relevance of new information.

78
Q

What does Tetlock’s example of estimating piano tuners illustrate?

A

The effectiveness of breaking down complex problems into manageable parts.

79
Q

What was the probability question posed about Yasser Arafat’s death?

A

Will inquiries find elevated levels of polonium in Arafat’s remains?

80
Q

What approach do superforecasters take when faced with new data?

A

They assess how much to adjust their beliefs based on the new information.

81
Q

What was the inquiry regarding Yasser Arafat’s body?

A

Whether elevated levels of polonium would be found in his remains

This inquiry led to a probability assessment by forecasters.

82
Q

What is a common pitfall in making probability assessments according to Tetlock?

A

Leaping to conclusions without reflection

This often results in assigning extreme probabilities.

83
Q

What method did a superforecaster use to assess the probability of finding polonium?

A

Breaking down the question into parts

This includes estimating how polonium could enter Arafat’s body and its decay time.

84
Q

What is a Fermi estimate?

A

A method of making several small estimates instead of one big estimate

This utilizes the law of large numbers.

85
Q

How do good forecasters utilize the wisdom of the crowds?

A

They update their forecasts based on others’ predictions

The average of several forecasters’ predictions tends to be more accurate.

86
Q

What should you consider when evaluating forecasters’ predictions?

A

Their track record and calibration

Some forecasters may have a history of inaccurate predictions.

87
Q

What is the significance of keeping score in forecasting?

A

It allows forecasters to track the accuracy of their predictions

This helps prevent forgetting bad predictions.

88
Q

True or False: People tend to be underconfident in their probability assessments.

A

False

People are typically overconfident in their assessments.

89
Q

What is the typical result when people are asked to give a 90 percent confidence interval?

A

Their intervals often reflect a 50 or 60 percent confidence level

This indicates a high rate of incorrect confidence assessments.

90
Q

What is required to make Bayesian claims about probabilities?

A

Some sense of prior probabilities

Without prior knowledge, claims about likelihood after evidence cannot be made.

91
Q

What is the challenge in predicting events like the Russian invasion of Ukraine?

A

Finding suitable base rates for comparison

This involves determining the average occurrences of similar conflicts.

92
Q

What does Jonny Kitson say is crucial for superforecasting?

A

Choosing the right base rate

Recognizing when the base rate is off is also vital.

93
Q

How does Bayesian reasoning help with definitions and categories?

A

It accommodates fuzzy definitions and recognizes family resemblances

This approach contrasts with strict Aristotelian definitions.

94
Q

What is a philosophical issue related to the concept of ‘heap’?

A

Determining when a collection of sand ceases to be a heap

This paradox challenges clear boundaries in definitions.

95
Q

What is the Bayesian perspective on subjective probability assessments?

A

It allows for confidence levels to shift gradually

As evidence changes, so does the confidence in categories.

96
Q

What is one major benefit of a Bayesian view on the world?

A

It resolves many philosophical conundrums

This includes issues related to definitions and identities.

97
Q

Fill in the blank: The average number of land wars in Europe per year is a _______.

A

base rate

Base rates are critical for making informed predictions.

98
Q

What does sand constitute?

99
Q

What Aristotelian problem does the text mention?

A

hard definitions and clear boundaries between categories

100
Q

What is the nature of the world according to the text?

A

not black and white; it is shades of gray

101
Q

What does the author acknowledge about beliefs and definitions?

A

they are probabilistic

102
Q

According to the text, what can help us predict the world?

A

beliefs that best meet incoming information and avoid prediction error

103
Q

What does rational behavior mean in decision theory?

A

the most likely way to achieve some goal

104
Q

What percentage of couples got divorced in England and Wales in 2021?

A

0.9 percent

105
Q

What is the probability of a marriage surviving a given year based on the 2021 statistics?

106
Q

What is the estimated percentage of marriages that end in divorce after fifty years?

A

about 37 percent

107
Q

What was the author’s accuracy rate for 80 percent guesses?

A

85 percent of the time

108
Q

Fill in the blank: The belief that nothing is knowable at all is attributed to _______.

A

Paul Feyerabend or Robert Anton-Wilson

109
Q

True or False: The text suggests that all beliefs are equally valid.

110
Q

What does the author mean by ‘shades of gray’?

A

different shades of certainty regarding beliefs