Statistical Concepts & Market Returns Flashcards

1
Q

arithmetic means

A

sum of the observation values divided by the number of observations.
most widely used measure of central tendency
All interval and ratio data sets have an arithmetic mean.
All data values are considered and included in the arithmetic mean computation.
A data set has only one arithmetic mean (i.e., the arithmetic mean is unique).
The sum of the deviations of each observation in the data set from the mean is always zero.

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2
Q

Mode

A

Value appears most frequently

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3
Q

Geometric Mean

A

often used when calculating investment returns over multiple periods or when measuring compound growth rates
always less than or equal to the arithmetic mean,
difference increases as the dispersion of the observations increases
nly time the arithmetic and geometric means are equal is when there is no variability in the observations

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4
Q

Harmonic Mean

A

Useful in calculating average cost per share purchased over time.

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5
Q

Quartiles

A

the distribution is divided into quarters

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6
Q

Quintile

A

the distribution is divided into fifths.

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7
Q

Decile

A

the distribution is divided into tenths.

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8
Q

Percentile

A

the distribution is divided into hundredths (percents)

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9
Q

Dispersion

A

variability around the central tendency

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10
Q

Central Tendency & Dispersion

A

Central Tendency is measure of reward and Dispersion is a measure of risk.

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11
Q

Range

A

Distance between the largest and smallest value in a dataset.

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12
Q

mean absolute deviation (MAD)

A

average of the absolute values of the deviations of individual observations from the arithmetic mean

uses the absolute values of each deviation from the mean because the sum of the actual deviations from the arithmetic mean is zero

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13
Q

population variance

A

average of the squared deviations from the mean

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14
Q

biased estimator

A

Using n − 1 instead of n in the denominator.
If you just use n you will systematically underestimate the population parameter, σ2, particularly for small sample sizes

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15
Q

Examples of Central Tendancy

A
Arithmatic Mean
Geometric Mean
Weighted Mean
Median
Mode
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16
Q

Examples of Dispersion

A

Range
Variance
Mean Absolute Deviation