
Explanation:
Option B is correct. Empirical studies and theoretical models show that there is a proportional relationship between a portfolio manager's tracking error and portfolio return dispersion. Higher active risk (tracking error) leads to wider potential deviations in the specific weights held in different accounts, increasing dispersion.
Option A is incorrect. Dual-benchmark optimization is highly restrictive and typically leads to constrained portfolios that may not necessarily achieve higher average returns. Option C is incorrect. Dispersion is driven by both client-specific constraints (e.g., tax situations, specific restrictions, timing of cash flows) and manager-driven factors (e.g., trade execution delays across accounts, block trade allocation). Therefore, it is not purely client-driven. Option D is incorrect. Reducing dispersion to absolute zero is neither practical nor recommended. Clients possess individual risk tolerances, cash flow needs, and constraints, which inherently warrant some level of acceptable dispersion.
A
Dual-benchmark optimization can reduce dispersion and help achieve higher average returns.
B
A portfolio manager’s tracking error and dispersion tend to be proportional to each other over time.
C
Dispersion is always client-driven since it refers to the variance in the performances of client portfolios managed by the same manager.
D
Portfolio managers can control dispersion and should aim to reduce any existing dispersion to zero.
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