Rebalancing bands in depth: absolute versus relative bands, costs, taxes and the rebalancing premium
Design absolute and relative tolerance bands for each asset, calculate the German tax and transaction cost of a rebalancing trade, and judge honestly whether rebalancing adds return or only controls risk.
What you will learn
- The difference between absolute and relative rebalancing bands and when each is appropriate
- How to calculate the tax and transaction cost of a rebalancing sale in Germany
- Why cash-flow rebalancing is often cheaper than selling
- What the evidence says about a "rebalancing premium" and what it does not say
Explanation
Calendar rebalancing and simple tolerance bands were introduced in the course ETFs, Funds & Long-Term Investing; this lesson covers band design and its economics. A rebalancing band is a range around the target weight; a trade is triggered only when the actual weight leaves it.
An absolute band is written in percentage points: target 60% ± 5 points means trade below 55% or above 65%. A relative band is written as a percentage of the target: 60% ± 20% of 60 = ± 12 points, so trade below 48% or above 72%. Absolute bands suit large positions but not small ones: a 5% satellite with ± 5 points could fall to zero before triggering. Relative bands scale with the position; a 5% satellite with ± 20% relative triggers at 4% and 6%. A common compromise is "the narrower of ± 5 points absolute or ± 25% relative".
Band width is a trade-off. Narrow bands keep the risk profile close to target but trigger more trades, each costing spread, order fees and in a taxable account the Abgeltungsteuer (German flat tax on capital gains, 25% plus 5.5% Solidaritätszuschlag on the tax, together 26.375%, plus church tax where applicable). For equity funds the Teilfreistellung (partial exemption) leaves 30% of the gain tax-free, and the Sparerpauschbetrag (saver's allowance, €1,000 per person as of 2026) can absorb part of it. Check current figures with a Steuerberater.
Cash-flow rebalancing avoids selling: new savings, dividends and coupons go to the underweight asset until weights are back inside the band, with no tax and only buy-side fees. The rebalancing premium (also called the diversification return) is the idea that selling what rose and buying what fell adds return. The honest summary: the premium exists mathematically between assets with similar expected returns, high volatility and low correlation; between equities and bonds, where expected returns differ, rebalancing usually gives up some return because it repeatedly sells the higher-returning asset. Its purpose is risk control. It also does not protect against a crash; it only decides what you buy during one.
Worked example
Hypothetical example: a €200,000 portfolio, target 60% equity ETF / 40% bond ETF, band ± 5 points absolute. After a strong year equities are worth €134,000 (67%) and bonds €66,000. The band is breached. Assume 40% of the equity value is unrealised gain, Teilfreistellung 30%, no allowance left, no church tax, and transaction costs of 0.1% of the traded amount. Fund-internal spreads are excluded.
Option A – sell to target. Sale = (67% − 60%) × €200,000 = €14,000. Gain in the sale = 40% × €14,000 = €5,600; taxable after Teilfreistellung = 70% × €5,600 = €3,920; tax = 26.375% × €3,920 ≈ €1,034. Fees = 0.1% × €14,000 = €14. Total ≈ €1,048, about 0.52% of the portfolio.
Option B – sell only to the band edge (65%). Sale €4,000; tax ≈ 26.375% × 70% × 40% × €4,000 ≈ €295, plus €4 fees. Cost ≈ €300, but the portfolio stays 5 points overweight.
Option C – cash-flow rebalancing. The investor directs €1,000 of monthly savings to bonds. Equities return to 60% when 134,000 ÷ (200,000 + n × 1,000) = 0.60, so n ≈ 23 months at unchanged prices. No tax, but almost two years overweight.
| Option | Immediate cost | Time to target | Risk during the gap |
|---|---|---|---|
| A – sell to 60% | ≈ €1,048 | 1 day | none |
| B – sell to 65% | ≈ €300 | 1 day | 5 points |
| C – savings only | ≈ €0 | ≈ 23 months | up to 7 points |
A practical hybrid: B now, then C.
Common mistake
Practice activity
A portfolio has a 10% gold position (target) with a "narrower of ± 5 points or ± 25% relative" rule. Gold rises until it is 13.5% of a €150,000 portfolio. (a) Is the band breached? (b) If the investor sells back to exactly 10%, the whole gold position has a 50% unrealised gain and the gold product is taxed like a fund without Teilfreistellung, how much Abgeltungsteuer (26.375%, no allowance left) is due? (c) Is directing €500 per month of savings elsewhere a realistic alternative?
Show solution
(a) Absolute band: 5–15%. Relative band: 25% of 10 = 2.5 points, so 7.5–12.5%. The narrower rule applies: 12.5% is the upper edge, and 13.5% breaches it.
(b) Sale = (13.5% − 10%) × €150,000 = €5,250. Gain in the sale = 50% × €5,250 = €2,625. Tax = 26.375% × €2,625 ≈ €692.
(c) Gold value €20,250 must become 10%: total portfolio needed = €202,500, i.e. €52,500 of new money. At €500 per month that is 105 months, so savings alone are not realistic; a partial sale to the band edge (12.5%), €1,500 of sales and about €198 of tax, is the practical route.
Limitations: the tax treatment of gold products in Germany differs by product type and holding period; this is a simplified fund-style treatment, so check your product with a Steuerberater.
Key takeaways
- Use relative bands or a "narrower of" rule so that small positions get proportionate triggers.
- A rebalancing sale in a taxable German account costs about 26.375% of the realised gain (after Teilfreistellung and allowance) plus fees.
- Cash-flow rebalancing is tax-free; combine it with partial sales to the band edge.
- Rebalancing controls risk; between equities and bonds it rarely adds return.
Next step
How wide the bands may be depends on how much loss you can accept; the next lesson turns a written maximum drawdown into an equity share.
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