Week 2 Flashcards

1
Q

What is the difference risk and uncertainty?

A

Risk refers to when the probability is known, uncertainty is when the probabilities are unknown.

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2
Q

What is β„’a?

A

The space of simple lotteries on A

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3
Q

When is a preference relation continuous on β„’a?

A

if for each triple of lotteries p;p0;p00 2 in LA, it holds that the sets
{𝛼 in [0, 1]: p+(1 - 𝛼)p0 (pref) p00} and
{𝛼 in [0,1]: p00 (pref) p+(1 - 𝛼)p0} are closed sets.

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4
Q

What is a simple lottery?

A

A lottery where the outcome is decided in one round

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5
Q

What is consequentialism?

A

The belief that the consequences of one’s actions are the ultimate basis about the rightness or wrongness of that conduct.

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6
Q

What is a Two-Stage Lottery?

A

A lottery where the outcome is decided in two rounds.

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7
Q

What is the reduction axiom?

A

The reduction axiom hold if for p’, p’’ in La, alpha in [0, 1] and p = alpha p’ + (1 - alpha)p’’ in La. Then the preference relation on La satisfies the reduction axiom if for all p’, p’’ in La alpha in [0, 1] it holds that p (indifference) alpha p’ + (1 - alpha) p’’

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8
Q

What is the independence axiom?

A

The preference relation on La satisfies the independence axiom if for all p, p’, p’’ in La and all alpha in [0, 1] it holds that p (pref) p’ <==> alpha p + (1-alpha)p’’ (pref) alpha p’ + (1 - alpha) p’’

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9
Q

What is the expected utility theorem?

A

U(p) = sum j =1 to m p.j u(a.j)

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10
Q

When is a decision maker risk averse?

A

If Cp < E(p)

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11
Q

What is loss aversion?

A

People would rather take a larger expected loss, if there is a chance of smaller or even no loss.

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12
Q

What is the Ellsberg paradox?

A

People prefer known probabilities, over unknown probabilities, this is called ambiguity aversion.

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13
Q

What is a maxmin utility function?

A

Individuals maximize subjective expected utility with the worst-case scenario for each lottery in mind.

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14
Q

What is ambiguity aversion?

A

People prefer known risks over unknown probabilities.

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