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Lesson 4 of 5 8–12% of the exam

Asset classes, strategic asset allocation and portfolio construction

Define asset classes that are internally similar, distinct from each other and together cover most investable assets. Combine capital market expectations with the investment policy statement (IPS) to choose the strategic asset allocation (long-run target weights). Then decide how much risk to spend on tactical deviations and security selection, and set a rebalancing policy.

6 min cram, 36 min full read. Based on the 2027 CFA® Program Level I curriculum, Portfolio Construction, Learning Module 4. Also part of the 2026 curriculum, so it applies to the November 2026 exam too.

Tailor this to you: take the self-assessment

Before this: IPS constraints: liquidity, time horizon, taxes, legal and unique circumstances, The efficient frontier and the global minimum-variance portfolio

On the exam

  • Explain the specification of asset classes in relation to asset allocation
  • Describe the principles of portfolio construction and the role of asset allocation in relation to the IPS

Explain how asset classes are specified and describe portfolio construction principles and the role of asset allocation. Expect a definition item (strategic asset allocation versus tactical versus security selection), an asset-class criterion, or a tactical contribution calculation.

How deeply to learn each part
Know the idea
Understand it in general. It frames other topics, but you will not calculate with it.
Use it
Understand it well enough to solve a question with it. Recognize when it applies.
Memorize
Learn it by heart. The exam will not give it to you.

You know this one. The full lesson is folded away. The takeaways, formulas and checkpoint below are your quick refresher, and the checkpoint is a fair test of whether you still do.

You tested strong here. The full lesson is folded away. The takeaways, formulas and checkpoint below are your quick refresher, and the checkpoint is a fair test of whether you still know it.

Cram mode: the one-screen version of this lesson. Switch to Full for the explanations, worked examples and interactives.

How are asset classes specified?

Memorize

An asset class is a category of assets with similar characteristics, attributes and risk–return relationships. The strategic asset allocation is stated as percentages of asset classes, so how the classes are defined decides how much control the investor has over the risk and return of the final portfolio.

Intuitively, a class should hold similar assets and diversify the other classes. In statistical terms, the following criteria apply.

What makes a good asset class
Asset classa category of assets with similar characteristics and risk–return relationships
  • Similar inside Memorize similar risk and return expectations, relatively high correlation between members
  • Different across Memorize lower correlation with other classes, so they diversify
  • Mutually exclusive Memorize an asset belongs to one class only
  • Cover the universe Memorize together approximate the investable universe

Splitting is a choice. Bonds can be one class, or government and corporate bonds, or four classes: domestic and foreign government, investment grade and high yield corporates. The finer split lets you state separate risk and return expectations and correlations for each, which matters when their behavior really does differ. Equities are often split into domestic and international, developed and emerging markets, or large and small caps.

Correlations tell you whether a split is worth it. Equity classes tend to be highly correlated with each other, while government bonds are far less correlated with equities and can even be negatively correlated. A split can still be justified for other reasons: managers and products are organized around specific areas of the market, and some regulations make the definitions mandatory.

Asset classes are usually represented by benchmarks or universes from index providers. If a client excludes certain companies or sectors (negative screening), the standard benchmark may not describe the opportunity set any more, and a custom benchmark that reflects the exclusions is needed.

How does the IPS become a strategic asset allocation?

The capital market expectations are the investor’s expectations of the risk and return prospects of asset classes: expected returns, standard deviations and correlations. The expected return of a class is the risk-free rate plus one or more risk premiums. Expectations come from historical estimates, economic analysis and valuation models.

The strategic asset allocation (SAA) is the set of exposures to IPS-permitted asset classes that is expected to achieve the client’s long-term objectives given the risk profile and constraints. It combines two inputs: the objectives and constraints from the IPS, and long-term capital market expectations. In theory the two are combined by optimization (mean–variance) or simulation. The SAA may also state a policy on hedging risks, such as currency risk, interest rate risk or inflation risk, often through overlays of derivatives.

InteractiveFrom IPS objectives to a strategic asset allocation

Try this 0 of 3

  • Raise the return objective to 6% and keep the 11% risk limit
  • At 5%, find the tightest risk limit that still leaves a mix
  • Raise the risk limit to 16% and watch the SAA stay put
  • Efficient frontier
  • Dominated half
  • Acceptable region
0%2%4%6%8%10%0%5%10%15%20%Risk, σ (%)Expected return (%)Return goal 5.0%Risk limit 11.0%Strategic asset allocationGMVdominatedDomestic equityGlobal equityGovernment bonds

The efficient frontier's lowest-risk mix has risk 5.86% and return 2.87%; mixes below it are dominated. Domestic equity: risk 16.0%, return 7.0%; Global equity: risk 19.0%, return 8.0%; Government bonds: risk 6.0%, return 2.5%. The strategic asset allocation is at risk 9.25%, return 5.00%.

Minimum-variance mixσ 5.86%, E 2.87%
Strategic asset allocationσ 9.25%, E 5.00%
Risk needed for the return objective9.25%
Best return within the risk limit5.64%

Strategic asset allocation: 23.5% Domestic equity · 26.2% Global equity · 50.3% Government bonds

Show working

Acceptable: E(R) ≥ 5.00% and σ ≤ 11.00%. The lowest-risk frontier mix that meets the return objective sits at E = 5.00%, σ = 9.25%.

That is inside the risk limit, so it is the strategic asset allocation: 23.5% Domestic equity, 26.2% Global equity, 50.3% Government bonds.

Capital market expectations (ours): domestic equity 7% / 16%, global equity 8% / 19%, government bonds 2.5% / 6%; correlations 0.80 (the two equity classes), 0.20 and 0.10 (each with bonds).

Reaching 5.00% needs at least σ 9.25%. The risk limit is 11.0%, so the objectives are consistent.

The SAA sits where the return line meets the frontier: the least risk that still meets the required return. A looser risk limit does not move it; a higher return objective does.

The IPS draws the box; the frontier picks the mix.

The IPS draws the box (the return you must earn, the risk you can accept); the frontier picks the mix. If no frontier portfolio sits inside the box, the objectives are inconsistent and the IPS needs revisiting.

Why does the SAA get so much attention? A portfolio’s systematic risk accounts for most of its change in value over the long term, and the returns of groups of similar assets predictably reflect their exposure to systematic factors. Asset allocation is how those exposures are chosen and sized to match the risk and return objectives. Adding classes with low correlation improves the risk–return trade-off. In general, risk-averse investors hold large weights in government bonds and cash, while those with more willingness and ability to take risk hold more equities and alternatives.

Go deeper Utility and the optimal mix

An investor’s preference can be written as a utility function that rises with expected return and falls with risk, for example U=E(Rp)−λσp2U = E(R_p) - \lambda\sigma_p^2, where λ\lambda measures risk aversion. Plot the efficient frontier from the capital market expectations; the optimal SAA is the frontier portfolio that gives the highest utility and respects the IPS constraints. The lessons on risk aversion and the efficient frontier cover the mechanics.

Go deeper Asset–liability allocation for pension plans and insurers

Institutions with liabilities often frame the allocation relative to those liabilities, using the correlations between the asset classes and the liabilities. The liability-driven approach uses assets, often bonds, whose cash flows track the obligations and invests the surplus for return. The SAA is then reviewed against the funding position, not only against the market.

What do tactical allocation and security selection add?

Memorize

The SAA is not yet a portfolio. The next step, especially for quantitatively oriented managers, is risk budgeting : deciding the overall risk to take (set when the IPS was written) and dividing it between the sources of return. Apart from the exposures in the SAA, there are two:

  • tactical asset allocation (TAA) : deliberately deviating from policy weights to add value from forecasts of near-term returns, for example holding more equities for a quarter because you expect them to beat bonds;
  • security selection : trying to beat an asset class’s benchmark by choosing securities with higher expected returns, for example holding more of a stock than the benchmark does and funding it by selling another.

Both add uncertainty over and above the risk in the policy portfolio, so the IPS should set risk limits and desired payoffs for each activity.

From the IPS to a working portfolio
Portfolio constructionIPS + capital market expectations → strategic asset allocation → risk budget → implementation
  • Strategic asset allocation Memorize long-run policy weights; exposure to systematic risk
  • Tactical asset allocation Memorize deliberate short-term deviations from policy weights
  • Security selection Memorize choosing securities within an asset class to beat its benchmark
  • Rebalancing policy Use it rules for bringing weights back after drift
    • Calendar or corridor rebalance periodically, or when a weight breaches its band

Is security selection worth its share of the budget? Unlike the SAA, selection has no long-run payoff to risk: it is a zero-sum game before costs, because all investors in a class together earn the market return. Active managers trade more and pay for research, so the average one trails the market after costs. That does not mean no manager has skill. The chance of adding value depends on the manager’s skill and on how efficient the market is: a market for large-cap equities is very efficient, while some regional bond and equity markets are less so. Sometimes the choice is made implicitly, for example in non-listed real estate and infrastructure, where a diversified index-like exposure is hard to buy, so taking part means selecting assets.

The return from TAA is the difference between the actual portfolio and a portfolio held at policy weights. For each asset class, multiply the weight difference by the class return and sum.

Tactical asset allocation contribution Use it
CTAA=∑i(wi−wipolicy)RiC_{TAA} = \sum_i \left(w_i - w_i^{policy}\right) R_i
Rearrange itTactical asset allocation contribution: solve for any input
The question asks for
A portfolio has a policy weight of 60.00% in equities and the rest in bonds. The manager holds 65.00% in equities. Equities return 8.00% and bonds return 2.00%. The return contribution from tactical asset allocation is closest to:

(0.65 − 0.6) × (8 − 2) = 0.30%

TAA contribution0.30%

On your calculator
  1. 65−60=×(8−2)÷100=percent
  1. 65ENTER60−8ENTER2−×100÷percent

ENTER enter (on the HP, puts the number on the stack)

Because the two weight differences are equal and opposite, a two-class TAA contribution is just the weight shift times the return gap: 0.05 × (8% − 2%) = 0.30%.

When do you rebalance?

Use it

As asset-class returns differ, the actual weights wander from the policy weights. This is drift . The rebalancing policy in the IPS sets the rules: rebalance periodically, or whenever a weight breaches its band (the corridor), selling what has grown too large and buying what has shrunk. Even without a formal risk budget, a rebalancing policy is an important element of risk management, because drift quietly changes the risk of the portfolio. Weights also move for a second reason, deliberate TAA bets; monitoring separates the two.

Go deeper How wide should a corridor be?

A narrow corridor keeps risk close to policy but triggers frequent trades with transaction costs. A wide corridor saves costs but lets risk drift. The right width depends on trading costs, volatility and how much the asset classes are correlated. The portfolio is also reviewed as capital market expectations and the client’s circumstances change, which can lead to a new SAA.

What newer approaches exist?

Know the idea

  • Core-satellite. Many portfolios use a core-satellite structure: a low-cost, passive or low-tracking-error core holds broad exposure, and a few smaller active satellites aim for extra return.
  • ETFs and robo-advice. Exchange-traded funds track an asset class index cheaply and trade easily. Combined with algorithm-based advice (robo-advice ), they give retail investors fast, inexpensive, liquid and diversified exposure.
  • Risk parity. Critics of mean–variance methods point to their sensitivity to small errors in forecast returns and correlations. Risk parity weights asset classes by their contribution to risk. Supporters note that a typical portfolio with 60% or more in equities gets most of its risk from equities, which are far more volatile than bonds. Opponents argue that its good results after the 2007–2009 crisis came from the long fall in interest rates, which helped bonds.

Exam tip Strategic is the plan, tactical is the deviation, selection is the stock-picking. Name which one the question describes before you calculate.

Memorize this

MemorizeAsset class criteria

CriterionIn practice
Similar insidesimilar risk and return; high correlation within the class
Different acrosslower correlation with other classes (they diversify)
Mutually exclusiveno asset in two classes
Cover the universeclasses add up to (most of) the investable universe

Memory hook A class is a flock: members move together, but different flocks move apart.

Know it cold High correlation WITHIN, lower correlation BETWEEN. Splitting bonds into government, investment grade and high yield is justified when risk and correlation differ.

MemorizeThree sources of return, one risk budget

SourceWhat it isTimescale
Strategic asset allocationlong-run target weights set from the IPS and capital market expectationslong run
Tactical asset allocationdeliberate deviations from policy weights to exploit a viewshort term
Security selectionpicking securities within a class to beat its benchmarkongoing

Memory hook Strategic = the map. Tactical = a detour. Selection = which car.

Know it cold CTAA=∑(w−wpolicy)RC_{TAA} = \sum (w - w^{policy})R. Do not forget the negative contribution from the underweight class.

What makes a good asset class
Asset classa category of assets with similar characteristics and risk–return relationships
  • Similar inside Memorize similar risk and return expectations, relatively high correlation between members
  • Different across Memorize lower correlation with other classes, so they diversify
  • Mutually exclusive Memorize an asset belongs to one class only
  • Cover the universe Memorize together approximate the investable universe
From the IPS to a working portfolio
Portfolio constructionIPS + capital market expectations → strategic asset allocation → risk budget → implementation
  • Strategic asset allocation Memorize long-run policy weights; exposure to systematic risk
  • Tactical asset allocation Memorize deliberate short-term deviations from policy weights
  • Security selection Memorize choosing securities within an asset class to beat its benchmark
  • Rebalancing policy Use it rules for bringing weights back after drift
    • Calendar or corridor rebalance periodically, or when a weight breaches its band
Tactical asset allocation contribution Use it
CTAA=∑i(wi−wipolicy)RiC_{TAA} = \sum_i \left(w_i - w_i^{policy}\right) R_i
Quick example

Policy 45% equities / 55% bonds. Actual 50 / 50. Equities return 6%, bonds −1%. (0.50 − 0.45)(6%) + (0.50 − 0.55)(−1%) = 0.30% + 0.05% = +0.35%.

On your calculator
  1. 0.5−0.45=×6= 0.30
  2. 0.5−0.55=×1+|-= 0.05
  3. 0.30+0.05= 0.35

+|- change sign

  1. 0.5ENTER0.45−6× 0.30
  2. 0.5ENTER0.55−1CHS× 0.05
  3. + 0.35

ENTER enter (on the HP, puts the number on the stack) · CHS change sign

How it is asked

  1. Asset class criterion

    Assets within one asset class should most likely have: high correlations with each other, or low?

    Relatively high within. Trap: low correlations (that is the criterion between classes).

  2. TAA contribution

    Policy 55/45, actual 59/41, equities +11%, bonds +4%.

    0.04 × 11% + (−0.04) × 4% = 0.44% − 0.16% = 0.28%. Traps: 0.16%, 0.44% (one side only).

  3. Name the decision

    Deviating from policy weights for a short period to exploit a view on asset-class returns.

    Tactical asset allocation. Trap: strategic.

  4. What explains most return variability?

    In a diversified portfolio, which decision drives most of the variation in returns over time?

    Asset allocation (systematic risk exposure), not security selection.

Exam traps

  • Defining asset classes with high correlation between them. They should differ across classes and be alike inside.
  • Calling the strategic asset allocation 'tactical'. Strategic is the long-run policy; tactical is the deliberate deviation.
  • Forgetting the negative contribution from the underweight class in a TAA attribution. Add both sides.

Checkpoint

5 exam-style questions. About 90 seconds each.

  1. 1When specifying asset classes for a strategic asset allocation, assets within one asset class should most likely have:

  2. 2A policy portfolio is 50% equities and 50% bonds. For one year the manager holds 57% equities and 43% bonds. Equities return 9% and bonds 3%. The return contribution from tactical asset allocation is closest to:

  3. 3Deliberately deviating from policy weights for a short period to exploit a view on relative asset-class returns is best described as:

  4. 4Over the long term, which investment decision most likely explains the largest share of the variation in a diversified portfolio's value?

  5. 5A fund has a USD 80 million portfolio with a policy weight of 50% in equities and a corridor of ±5 percentage points. Equities are now worth USD 45 million. To restore the policy weight, the manager should most likely sell equities worth:

Key takeaways

  • Asset classes: similar inside, different across, mutually exclusive, together covering the universe.
  • SAA = IPS + capital market expectations → long-run target weights.
  • TAA = short-term deviations; security selection = picking within a class; risk budgeting splits risk between them.
  • A rebalancing policy and corridors keep the portfolio near its SAA.
Tactical asset allocation contribution Use it
CTAA=∑i(wi−wipolicy)RiC_{TAA} = \sum_i \left(w_i - w_i^{policy}\right) R_i
Quick example

Policy 45% equities / 55% bonds. Actual 50 / 50. Equities return 6%, bonds −1%. (0.50 − 0.45)(6%) + (0.50 − 0.55)(−1%) = 0.30% + 0.05% = +0.35%.

On your calculator
  1. 0.5−0.45=×6= 0.30
  2. 0.5−0.55=×1+|-= 0.05
  3. 0.30+0.05= 0.35

+|- change sign

  1. 0.5ENTER0.45−6× 0.30
  2. 0.5ENTER0.55−1CHS× 0.05
  3. + 0.35

ENTER enter (on the HP, puts the number on the stack) · CHS change sign

All Portfolio Construction formulas, every lesson

Practice exam-style questions on Basics of Portfolio Planning and Construction

Questions about this lesson?

Where this comes back

Questions candidates ask

What is the difference between strategic and tactical asset allocation?

Strategic asset allocation (the policy portfolio) is the set of long-run target weights chosen from the IPS and capital market expectations. Tactical asset allocation is a deliberate, short-term deviation from those weights to exploit a view on near-term returns. The deviation adds risk over and above the policy portfolio.

How should asset classes be defined?

Members of a class should have similar risk and return expectations and relatively high correlations with each other. Classes should be mutually exclusive, should diversify one another through lower cross-class correlations, and together should approximate the investable universe.

What is risk budgeting?

Risk budgeting decides how much total risk the portfolio will take, which the IPS fixes, and then divides it between strategic asset allocation, tactical asset allocation and security selection. The more efficient the market, the more skill security selection needs to earn its share of the budget.

Spotted an error? Tell us and we will fix it.

  1. The investment policy statement (IPS)
  2. Risk and return objectives: willingness vs ability to take risk
  3. IPS constraints: liquidity, time horizon, taxes, legal and unique circumstances
  4. Asset classes, strategic asset allocation and portfolio construction
  5. ESG considerations in portfolio planning and construction

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