CFA 8: Probability Concepts Flashcards

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1
Q

random variable

Probability, Expected Value, and Variance

A

A quantity whose outcomes are uncertain.

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2
Q

outcomes

Probability, Expected Value, and Variance

A

Possible values

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3
Q

event

Probability, Expected Value, and Variance

A

A specified set of outcomes.

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4
Q

probability

Probability, Expected Value, and Variance

A

A number between 0 and 1 that measures the chance taht a stated event will occur.

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5
Q

pairs arbitrage trade

Probability, Expected Value, and Variance

A

A trade in two closesly related stocks involving the short sale of one and the purchase of the other.

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6
Q

Dutch Book Theorem

Probability, Expected Value, and Variance

A

A result in probability theory stating that inconsistent porbabilities create profit opportunities.

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7
Q

unconditional probability

Probability, Expected Value, and Variance

A

The probability of an event NOT conditioned on another event.

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8
Q

conditional probability

Probability, Expected Value, and Variance

A

The conditional probability of A given that B has occurred is equal to the join probability of A and B divided by the probability of B (assumed not to equal 0).

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9
Q

joint probability

Probability, Expected Value, and Variance

A

The probability of the joint occurrence of stated events.

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10
Q

addition rule for probabilities

Probability, Expected Value, and Variance

A

A principle stating that the probability that A or B occurs (both occur) equals the probability that A occurs, plus the probability that B occurs, minus the probability that both A and B occur

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11
Q

independent events

Probability, Expected Value, and Variance

A

Two events are independent if and only if P(A | B) = P(A) or, equivalently, P(B | A) = P(B).

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12
Q

dependent events

Probability, Expected Value, and Variance

A

When two events are not independent. The probability of occurence of one is related to the occurrence of the other.

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13
Q

expected value of a random variable

Probability, Expected Value, and Variance

A

The expected value of a random variable is the probability-weighted average of the possible outcomes of the random variable. For a random variable X, the expected value of X is denoted E(X).

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14
Q

conditional expected values

Probability, Expected Value, and Variance

A

The expected value of a stated event given that another event has occured.

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15
Q

total probability rule for expected value

Probability, Expected Value, and Variance

A

A rule explaining the expected value of a random variable in terms of expected values of the random variable conditional on mutually exclusive and exhaustive scenarios.

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16
Q

conditional variances

Probability, Expected Value, and Variance

A

The variance of one variable given the outcome of another.

17
Q

Properties of Correlation

Portfolio Expected Return and Variance of Return

A

1) Correlation is a number between -1 and +1 for two random variables, X and Y:
- 1 less than or equal to p(X,Y) less than or equal to +1
2) A correlation of 0 (uncorrelated variables) indicates an absence of any linear (straight-line) relationship between the variables. Increasingly positive correlation indicates an increasingly strong positive linear relationship (up to 1, which indicates a perfect linear relationship). Increasingly negative correlation indicates an increasingly strong negative (inverse) linear relationship (down to -1, which indicates a perfect inverse linear relationship).

18
Q

posterior probability

Topics in Probability

A

An updated probability that reflects or comes after new information.

19
Q

combination

Topics in Probability

A

A listing in which the order of the listed items does not matter.

20
Q

permutation

Topics in Probability

A

An ordered listing.