Topic 2: Judgment Under Risk and Uncertainty Flashcards

1
Q

The standard economic assumption has been that people
make decisions under uncertainty optimally, that is, they
use the …. .. …………. ……

A

laws of probability theory

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2
Q

Uncertainty

A

we do not know some of the possible
outcomes or how likely they are

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3
Q

Risk

A

we know possible outcomes and how likely they
are.

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4
Q

A heuristic

A

A heuristic is a rule of thumb or mental shortcut: useful
because it reduces the effort required to form a judgment
but dangerous because it can lead to a bias

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5
Q

Tversky and Kahneman’s viewpoint is that there are two
interacting systems in cognition:

A

System 1: The intuitive system uses heuristics that sometimes get things wrong from the point of view of conscious
reasoning; but it is fast, automatic, effortless, and difficult
to control or modify. It is adaptive because it gets things
approximately right when it is important to act quickly.

System 2: Conscious reasoning is a slow but sophisticated
process that is very flexible and can be changed and improved
by learning; but it can only concentrate on one thing at a
time, and it requires effort and control.

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6
Q

We will discuss three heuristics:

A
  1. Representativeness
    - Insensitivity to prior probability
    - Insensitivity to sample size
    - Conjunction (and disjunction) Fallacy
  2. Anchoring and Adjustment
  3. Availability
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7
Q

if people evaluate probabilities by representativeness,
prior …………… will be neglected

A

probabilities

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8
Q

Base rate

A

Prior probability. In the example, the fraction of all the individuals in the population who have HIV (or some other characteristic of interest).

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9
Q

Base rate neglect

A

Failing to take into account the base rate leads people to overestimate the possibility of this person having HIV in our example.

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10
Q

Representativeness can lead to neglecting important parts of
the Bayes rule such as the …. …. P(Hypothesis).

A

base rate

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11
Q

Even when the heuristic has some validity, exclusive reliance
on it may be ………

A

misleading

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12
Q

People mistakenly apply the idea of the law of large numbers
to ….. samples. This is called the law of small numbers

A

small

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13
Q

Gambler’s fallacy

A

mostly due to a mistaken belief that two outcomes are dependent even though they are not. Like if you get head 6 times in a row you might believe that tails is more likely to come next in a coin toss.

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14
Q

Hot hand fallacy

A

Hot hand fallacy refers to the belief among basketball fans that a player’s chance of hitting a shot is greater following ahit than following a miss on the previous shot.

Similar to gambler’s fallacy in the sense that two independent events are considered dependent

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15
Q

The conjunction fallacy

A

The conjunction fallacy is an inference that a conjoint set of two or more specific conclusions is likelier than any single member of that same set, in violation of the laws of probability. People tend to overestimate the probability conjuctive events

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16
Q

Disjunction Fallacy

A

this fallacy occurs when one estimates a disjunctive statement (this or that) to be less probable than at least one of its component statements. People tend to underestimate the probability disjunctive events

17
Q

anchoring

A

People begin the process of estimation with whatever information readily appears in their mind

18
Q

adjustment

A

They then reassess their initial answers based on rough notions of what is a not-too-silly answer

19
Q

It is possible to influence the figure you will choose in a particular situation by ever-so-subtly suggesting a starting point (anchor) for your anchoring-and-adjustment rule of thumb. This is an example of ……….

A

nudging (nudges)

20
Q

Research shows that people tend to ………… the probability of conjunctive events and to ………… the probability of disjunctive events. Anchoring is to blame.

A

overestimate/underestimate

21
Q

The overall probability of a ……….. event is lower than the success probability at each stage: overestimation

A

conjuctive

22
Q

The overall probability of a ……….. event is higher than
the success probability at each stage: underestimation

A

disjunctive

23
Q

Biases in the evaluation of compound events are particularly
significant in the context of ………….

  • The successful completion of the development of a new product typically has a conjunctive character: for the undertaking to succeed, each of a series of events must occur.
    Even when each of these events is very likely, the overall probability of success can be quite low if the number of events is large.
    Chain-like structure of conjunctions leads to overestimation, so unwarranted
    optimism in the evaluation of the likelihood that a plan will succeed
24
Q

Disjunctive structures are typically encountered in the evaluation of …..

  • A complex system, such as a nuclear reactor, will malfunction if any of its essential components fails.
    Even when the likelihood of failure in each component is slight, the probability of an overall failure can be high if many components are involved.
    The funnel-like structure of disjunctions leads to underestimation of the probabilities of failure in complex system.
25
Q

Availability

A

People often assess the frequency of a class or the probability of an event by the ease with which instances or occurrences can be brought to mind

26
Q

Heuristics and biases

A

functional but imperfect mental shortcuts that approximate a solution with little deliberation cost, but have the potential to make systematic errors