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Financial asset return time series have one common characteristic:
A
They are not weakly stationary
B
They are highly correlated
C
They do not exhibit any trend
D
Their distributions have very thin tails
Explanation:
Financial asset return time series typically exhibit several common characteristics:
No Trend: Asset returns generally do not exhibit any systematic upward or downward trend over time. This is consistent with the efficient market hypothesis where prices follow a random walk.
Leptokurtic Distributions: Most asset return distributions are leptokurtic, meaning they have fatter tails and higher peaks than a normal distribution. This contradicts option D which states "thin tails."
Low Correlation: Asset returns typically show low serial correlation, meaning returns from one period are not strongly correlated with returns from previous periods.
Weak Stationarity: While not perfectly stationary, many financial time series can be considered weakly stationary (constant mean and variance over time) after appropriate transformations.
The correct answer is C because the absence of trend is a well-documented characteristic of financial asset returns, consistent with market efficiency theories.