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Calendar, Threshold and Cash Flow Rebalancing Compared

Rebalancing pulls a drifted portfolio back toward its policy weights. A calendar rule trades on stated dates whatever the weights are. A threshold rule trades only when a weight leaves a stated band. A cash flow rule steers money arriving or leaving toward whatever is underweight, placing no trade of its own. The Anantara Multi-Asset Portfolio permits equity between 50 and 70 per cent, the widest threshold its holder could write.

Three rules, one job, and the whole of the difference between them sits in one word: trigger. Everything else worth knowing about a rebalancing rule, who has to be watching, how much trading it creates, how far the weights are allowed to wander before somebody acts, follows from what fires it. So the three rules are best set side by side on the trigger first, and priced for what each one costs only afterwards.

The running example is the Anantara Multi-Asset Portfolio, an invented discretionary mandate of Rs 500 crore run by Faiz Ahmad Ansari for an invented charitable endowment whose investment committee is chaired by Rukmini Deshpande. Its stated shape is equity 60.0 per cent at Rs 300 crore, fixed income 30.0 per cent at Rs 150 crore and cash 10.0 per cent at Rs 50 crore. The three sum to Rs 500 crore exactly. The mandate permits equity to sit anywhere between 50 and 70 per cent, and every weight and rupee amount that follows belongs to one stated twelve month period.

What is drift, and why does a portfolio need an answer to it?

A rebalancing rule is necessary rather than merely tidy, and the movement that makes it necessary has a name. Nobody moves the weights. The market moves them. The parts of a portfolio grow at different rates, and a share of a growing total is arithmetic rather than a decision. DriftThe gradual movement of a portfolio's actual shares away from the shares its holder decided on, caused by the parts growing at different rates rather than by anyone trading. is what that movement is called, and it happens to a portfolio nobody has touched.

Work it once with numbers so the shape is visible. Take the Anantara portfolio at its policy weightsThe share of a portfolio the holder decided each asset class should carry. It is a decision taken in advance, not an observation of what is there today. and give the three parts illustrative growth for a year: equity up 20 per cent, fixed income up 5 per cent, cash up 6 per cent. Equity goes from Rs 300 crore to Rs 360 crore. Fixed income goes from Rs 150 crore to Rs 157.50 crore. Cash goes from Rs 50 crore to Rs 53 crore. The total is now Rs 570.50 crore, and the actual weightsThe shares each asset class carries today, read off the current values. They move whenever prices move, whether or not anyone has traded. read 63.10 per cent, 27.61 per cent and 9.29 per cent.

Now say out loud what happened. Nobody traded. Nobody proposed anything. Nobody took a decision to hold 3.10 more points of equity than the holder had asked for, and yet the portfolio holds them. A portfolio left alone drifts toward whatever grew most. Its risk therefore rises exactly after the fastest growing holding has already grown, and no decision was ever taken to accept that risk. That is the sentence a rebalancing rule exists to answer.

Nobody traded. The weights moved anyway. Illustrative growth for one year: equity up 20 per cent, fixed income up 5 per cent, cash up 6 per cent. Invented. START, at the policy weights, Rs 500 crore Cash 10.00 per cent, Rs 50 crore EQUITY 60.00 per cent Rs 300 crore FIXED INCOME 30.00 per cent Rs 150 crore CASH 10.00% AFTER A YEAR, nobody having traded, Rs 570.50 crore EQUITY 63.10 per cent Rs 360 crore FIXED INCOME 27.61 per cent Rs 157.50 crore CASH 9.29% equity gained 3.10 points The 60, 30 and 10 policy weights are unchanged. The actual weights are not. Nobody decided that. The Anantara Multi-Asset Portfolio is invented. Growth rates chosen to draw the point.
Different growth rates alone push the equity share from 60.00 to 63.10 per cent, so a portfolio nobody touched has quietly taken on exposure nobody chose.
How far the weight drifts, against how far the parts pulled apart. Fixed income up 5 per cent and cash up 6 per cent throughout. Only the equity growth rate moves. 55 60 65 POLICY 60.0 53.27 56.19 58.77 61.05 63.10 64.95 66.61 minus 20 minus 10 0 plus 10 plus 20 plus 30 plus 40 equity growth over the year, per cent the worked case Each further 10 points of equity growth adds less weight than the step before: 2.92, then 2.57, 2.29, 2.05, 1.84, 1.67.
Drift bends rather than climbing straight, so each further point of outperformance moves the weight less.

The everyday version sits in most households. A household puts a fixed sum every month into a deposit and a fixed sum into an equity plan, in equal shares, and never changes the instruction. Five years later the equity side has grown faster, so the household is now running a savings pot that leans on the market far harder than the shares it originally set. Nobody moved anything. The shape moved on its own, and the first time anyone notices is usually the month the market falls.

The same drift, in a savings pot on a kitchen table. Illustrative. Rs 3,00,000/- put into each side over five years, at invented growth rates. WHAT WAS PUT IN, Rs 6,00,000/- in equal halves DEPOSIT 50.00 per cent Rs 3,00,000/- EQUITY PLAN 50.00 per cent Rs 3,00,000/- WHAT IS HELD FIVE YEARS LATER, Rs 9,00,000/-, nobody having changed the instruction DEPOSIT 40.00 per cent Rs 3,60,000/- EQUITY PLAN 60.00 per cent Rs 5,40,000/- the line moved 10.00 points The plan said half and half. The pot now leans 60.00 to 40.00 on the market, and no instruction changed.
A pot set at half and half becomes 40.00 against 60.00 in five years with no instruction ever changed.
Try it out

The Anantara mandate permits equity between 50 and 70 per cent. Suppose the rebalancing rule is written to trade whenever equity leaves that same 50 to 70 range. How often does that rule fire?

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What is calendar rebalancing, and what is its one real weakness?

A calendar rule states dates and nothing else. On the last business day of every quarter, or every month, or once a year, the portfolio is returned to its policy weights, whatever the weights happen to be on that morning. There is no test, no threshold and no judgement in the trigger. The date arrives and the work is done.

A date is not a matter of opinion, so the strength of a calendar rule is that its trigger cannot be argued with or postponed. This sounds like a small thing and it is not. Every discretionary trigger invites a conversation about whether now is the moment, and that conversation is where drift gets left alone for another quarter. A date closes the conversation before it opens. A stated date is the only trigger that survives a room in which everybody has a view.

The weakness comes out of exactly the same property. A rule that acts only on stated dates does two unhelpful things. The rule trades when nothing needed trading. On the appointed morning the weights may be sitting almost exactly on policy, and the small difference is dealt anyway. And the rule does nothing when something did need doing. A violent move three weeks after the last date waits patiently for the next one. The calendar rule's one strength and its one weakness are the same property seen from two sides: the trigger ignores the portfolio entirely.

The calendar rule trades the wrong things and misses the right one. An illustrative equity weight path across two quarters. Total held at Rs 500 crore for the arithmetic. POLICY 60.0 QUARTER END QUARTER END 60.2 67.5 60.5 At the first date the weight is 60.2 per cent, so the rule deals Rs 1.0 crore that nothing needed dealing. Between the dates it reaches 67.5 per cent, Rs 37.50 crore above the Rs 300 crore policy holding, and no date has arrived. By the second date it is back at 60.5 per cent, so the rule deals Rs 2.50 crore and never saw the move at all. Both behaviours come from one property: the trigger is a date and it never looks at the portfolio.
The rule deals Rs 1 crore nothing needed and sleeps through a Rs 37.50 crore excursion between its dates.
How long the weights may move before anybody is required to look. The stretch between two stated dates is the whole of what a calendar rule permits. MONTHLY 12 actions a year 1 month unattended QUARTERLY 4 actions a year 3 months unattended ONCE A YEAR 1 action a year 12 months unattended 0 3 6 9 12 months between two stated dates Each spacing shows what it permits while nobody is looking.
A wider spacing between dates buys fewer actions by leaving the weights unattended for longer.
Try it out

A quarterly calendar rule reaches its date and finds the weights sitting almost exactly on policy, perhaps two tenths of a point out. Does it trade?

What is threshold rebalancing, and what does it demand of somebody?

A threshold rule reverses the question. A threshold rule ignores the date and watches the portfolio. Around each policy weight sits a stated band, and while the actual weight stays inside that band nothing happens at all. The moment a weight leaves its band, the rule fires and the position is brought back, usually to the policy weight itself and sometimes only to the edge of the band.

One breach, two places to restore to, and a trade six times the size. Equity at 66.0 per cent of Rs 500 crore is Rs 330 crore, against a band of 60.0 plus or minus 5.0 points. 50 55 60 65 70 POLICY 60.0 TODAY 66.0, Rs 330 crore BACK TO POLICY 60.0 Rs 30.0 crore dealt BACK TO THE BAND EDGE 65.0 Rs 5.0 crore dealt Same breach, same band, same day. Where the rule restores to is a separate decision worth 6.0 times the trade. They are two different rules, and neither ranks above the other.
Restoring to policy deals Rs 30 crore where restoring to the band edge deals Rs 5 crore.

The threshold rule's trigger is the portfolio's own state rather than the calendar, so it acts when the weights have actually moved and is silent when they have not. That is a genuine improvement on trading a portfolio that did not need trading. But it buys that improvement with a requirement most descriptions of the rule leave out, and the requirement is the whole practical difficulty.

Somebody has to be looking. A band cannot fire on its own. If the weights are computed once a quarter then the rule is a quarterly rule wearing a threshold's clothes. A weight that left the band in week two and came back in week nine will never be seen. A threshold rule is only as continuous as the person or the system computing the weights, and the trigger as written is only the one that can actually be observed. The honest comparison between the calendar and the threshold is not which is cleverer. The comparison is about who is responsible for noticing.

A band cannot fire on a reading nobody took. Twelve illustrative monthly readings of the equity weight against a band of 60.0 plus or minus 5.0 points. a reading outside the band the four quarter-end readings 65.0 POLICY 60.0 55.0 66.2 54.2 1 2 3 4 5 6 7 8 9 10 11 12 month of the stated twelve month period Read monthly, the band fires twice: Rs 31.0 crore over policy in month 2 and Rs 29.0 crore under it in month 5. Read only at the four quarter ends, every reading is inside the band and the same rule fires nothing at all.
The identical band fires twice on monthly readings and not once on quarterly ones, on one unchanged path.
The three rules differ in one thing: what fires the trade. CALENDAR RULE THRESHOLD RULE CASH FLOW RULE WHAT FIRES THE TRADE WHAT FIRES THE TRADE WHAT FIRES THE TRADE A date that was set in advance. A weight leaving its stated band. Money arriving or leaving anyway. WHO MUST BE WATCHING WHO MUST BE WATCHING WHO MUST BE WATCHING The calendar. Nobody has to look at the weights. Somebody, continuously, or it cannot fire. Whoever handles the payment. WHEN IT IS SILENT WHEN IT IS SILENT WHEN IT IS SILENT Never. It acts on every stated date. Whenever the weights sit inside the band. Between flows, however far the weights drift. Everything else about a rule follows from its trigger, including who is responsible for noticing. Invented mandate.
Reading the three triggers down one column at a time shows that the choice of rule is really a choice about who carries the duty to notice.

Absolute band or relative band: are they the same rule written twice?

The two forms are not the same rule, and the confusion between them is routine enough to be worth slowing down for. There are two ways to write the width of a band, and they produce different rules from identical looking numbers.

An absolute bandA band whose width is stated in percentage points of the whole portfolio, so the same number of points is allowed to every holding regardless of how large that holding is. is stated in percentage points of the portfolio. Plus or minus 10 points around a 60 per cent policy weight gives 50 to 70 per cent. Plus or minus 10 points around a 10 per cent policy weight gives 0 to 20 per cent. The small holding may vanish entirely or double, and the rule will not have fired.

A relative bandA band whose width is stated as a fraction of the policy weight itself, so a large holding is allowed to move more points than a small one before the rule fires. is stated as a fraction of the policy weight itself. Plus or minus one sixth of 60 is 10 points, so the equity band is again 50 to 70 per cent, and the two forms look identical. Apply the same one sixth to a 10 per cent policy weight and it is plus or minus 1.67 points, giving 8.33 to 11.67 per cent. The same band written the same way is a different rule for a 60 per cent holding and for a 10 per cent one, and a single relative band applied across every bucket is far tighter on small holdings than an absolute band is.

Bucket and policy weightAbsolute, plus or minus 10.0 pointsRelative, plus or minus one sixth
Equity, 60.0 per cent50.0 to 70.050.0 to 70.0
Fixed income, 30.0 per cent20.0 to 40.025.0 to 35.0
Cash, 10.0 per cent0.0 to 20.08.33 to 11.67
Width allowed on cash20.0 points3.33 points

The last row repays a second reading. On the cash bucket the absolute form permits six times the movement the relative form permits, and the two rules were written with what looked like the same generosity. The base problem returns in a different costume: a number means nothing until what it is a fraction of has been stated.

The same two forms of band, applied to all three buckets. absolute band, plus or minus 10.0 points relative band, plus or minus one sixth of the weight EQUITY, policy 60.0 50.0 to 70.0 50.0 to 70.0 FIXED INCOME, policy 30.0 20.0 to 40.0 25.0 to 35.0 CASH, policy 10.0 0.0 to 20.0 8.33 to 11.67 0 20 40 60 80 per cent of the portfolio A single relative band is a far tighter rule on a small holding than an absolute one is.
On cash the absolute form permits a swing of 20.0 points while the relative form permits 3.33, though both were written to look equally generous.
The same absolute band, divided by the weight it surrounds. Plus or minus 10.0 points is one rule on paper and three rules in the portfolio. EQUITY, policy 60.0 16.67 per cent of the weight FIXED INCOME, policy 30.0 33.33 per cent of the weight CASH, policy 10.0 100.00 per cent of the weight 0 20 40 60 80 100 the band as a fraction of the policy weight, per cent Ten points is a sixth of the equity weight and the whole of the cash weight, so cash may vanish before the rule fires.
A single absolute band reads as 16.67, 33.33 and 100.00 per cent of the three policy weights.
Try it out

One rule uses a band of plus or minus 10 percentage points. Another uses plus or minus one sixth of the policy weight. Apply both to a holding whose policy weight is 10 per cent. What do they permit?

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What is cash flow rebalancing, and what can it not do?

Cash flow rebalancingSteering money that is already arriving or already leaving toward or away from particular holdings, so the shares move without any trade being placed for the purpose of moving them. is the third rule and it works from a different direction entirely. Money arrives into most portfolios and money leaves most portfolios. Contributions come in. Coupons and dividends land. Payments go out. Each of those events is a movement of cash that has to be handled anyway, and where it is directed changes the weights.

So the rule is this: send money coming in toward whatever is underweight, and take money going out from whatever is overweightCarrying a larger share of the portfolio than the policy weight says it should. Underweight is the mirror: a smaller share than the policy weight.. The weights move toward policy and not one trade was placed for the purpose of moving them. Cash flow rebalancing changes the shape of the portfolio as a by-product of transactions that had to happen regardless. Riding on transactions that were happening anyway makes it the cheapest of the three, when it works at all.

Two conditions decide whether it works. The flows have to be regular. A rule that can only act when money happens to move is silent in between, however far the weights have drifted. And the flows have to be large enough relative to the drift. Cash flow rebalancing cannot correct a drift bigger than the money that is moving, and past that point it is a partial measure that leaves the rest of the gap open. Put numbers on it: a drift of 5.0 points on the Anantara portfolio is Rs 25 crore of misplaced weight, and a payment of Rs 10 crore directed away from the overweight bucket closes 40.0 per cent of it. The remaining Rs 15 crore sits there until something else acts.

How much of a drift a payment can actually close. A drift of 5.0 points on Rs 500 crore is Rs 25.0 crore of misplaced weight. Rs 5.0 crore paid 20.0 per cent Rs 20.0 crore still open Rs 10.0 crore paid 40.0 per cent Rs 15.0 crore still open Rs 15.0 crore paid 60.0 per cent Rs 10.0 crore still open Rs 20.0 crore paid 80.0 per cent Rs 5.0 crore still open Rs 25.0 crore paid 100.0 per cent the drift is closed Rs 30.0 crore paid 100.0 per cent the drift is closed 0 25 50 75 100 share of the drift closed, per cent Past Rs 25.0 crore the payment has nothing left to close, so a larger flow cannot buy more than the drift was worth.
A payment closes the drift in proportion to its size and stops mattering once it exceeds Rs 25 crore.

An endowment exists to pay money out, so an endowment is exactly the setting where cash flow rebalancing has something to work with. How much an endowment spends, and when, is settled by its spending policy and not by the rebalancing rule. The mechanism can therefore be stated exactly while the size of the flows it will meet stays open.

Weights that move without a rebalancing trade. STEP 1 A payment has to be made anyway. Money is leaving. STEP 2 Read which bucket is above its policy weight today. STEP 3 Raise the payment from that bucket, not from elsewhere. STEP 4 The weights move. No trade was placed to move them. What it cannot do: correct a drift larger than the flows available. A drift of 5.0 points is Rs 25 crore. A payment of Rs 10 crore closes 40.0 per cent of it. The endowment's spending is not in this record, so no flow figure is estimated here.
Directing an outgoing payment away from the overweight bucket moves the weights for free, but it closes only as much of the drift as the payment is large.
Money moving either way pulls the weights toward policy. No trade is placed for the purpose in either case. The payment and the receipt were happening anyway. TODAY. Total Rs 500.0 crore, and equity sits 4.00 points above its policy weight. EQUITY 64.00 Rs 320.0 crore FIXED 29.00 Rs 145.0 cr CASH 7.00 Rs 35.0 cr Rs 20.0 crore ARRIVES and is directed to cash, the underweight bucket. Total Rs 520.0 crore. EQUITY 61.54 Rs 320.0 crore FIXED 27.88 Rs 145.0 cr CASH 10.58 Rs 55.0 cr Rs 20.0 crore LEAVES and is raised from equity, the overweight bucket. Total Rs 480.0 crore. EQUITY 62.50 Rs 300.0 crore FIXED 30.21 Rs 145.0 cr CASH 7.29 Rs 35.0 cr Equity fell 2.46 points on the money arriving and 1.50 points on the money leaving, and no trade was placed either way. In the third bar equity is back at exactly Rs 300 crore and still reads 62.50 per cent, because the total shrank with it.
An arriving Rs 20 crore moves equity 2.46 points toward policy and a leaving one moves it 1.50 points.
Try it out

The endowment must make a payment this quarter and equity has drifted overweight. What can be done about the drift without placing a rebalancing trade?

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What fires the trade under each of the three rules?

Set them against each other on one criterion at a time and the shape of the choice appears. The trigger comes first because everything else falls out of it.

CriterionCalendarThresholdCash flow
What fires the tradeA stated dateA weight leaving its bandMoney moving anyway
Who has to be watchingNobodySomebody, continuouslyWhoever handles the payment
Trading it createsEvery date, whatever the sizeOnly on a breach, but a large oneNone placed for the purpose
How far weights may wanderAs far as one period allowsTo the band edge, no furtherAs far as the gaps between flows allow
What it cannot doReact between datesFire without observationCorrect a drift larger than the flow

The calendar rule and the threshold rule are different answers to one question: who has the duty to notice. So the table sets out a choice about responsibility rather than a contest between two rules. The calendar rule puts the duty on nobody, which is why it survives an inattentive quarter. The threshold rule puts the duty on a person or a system, so it acts when it matters and fails silently when nobody is looking. In practice the two are frequently written together, with a date for the floor and a band for the exception, and that combination is a third answer rather than a compromise.

A date for the floor and a band for the exception. Counted against the same twelve monthly readings, so the three rows are the same path read three ways. Is today one of the stated dates? Yes: act, whatever the weights are. Is a weight outside its band today? Yes: act, whatever the date is. or Quarterly dates alone 4 actions months 3, 6, 9, 12 A 60.0 plus or minus 5.0 band alone, read monthly 2 actions months 2, 5 Both rules written together 6 actions months 2, 3, 5, 6, 9, 12 The dates and the breaches fall in different months here, so the combination acts six times rather than four. That is a third answer to who must notice, rather than a compromise between the other two.
Writing both triggers together acts six times where the date alone acts four and the band alone twice.
Backtesting a Strategy teaches you to build a backtest, name how it flatters itself, and state what the result establishes.

How Rebalancing Maintains Portfolio Discipline: what is the discipline actually doing?

Here is what a rebalancing rule does that nothing else in the process does. The rule systematically reduces whatever has grown and adds to whatever has not, and it does so without anybody forming a view about either. No forecast is made. No case is argued. The rule looks at a number, compares it with another number written down in advance, and acts.

Rebalancing is a discipline because it removes the decision, not because reducing what has grown is clever. The distinction matters more than it looks. A great deal of writing on this subject slides from the true statement, that the rule takes the judgement out of the moment, to the untested one, that the rule therefore produces a better result. Whether removing the judgement improves the result is unsettled, for the Anantara portfolio and for any other. The rule keeps the portfolio resembling the one that was designed. Whether the portfolio that was designed was a good one is a different question, settled earlier and not here.

The everyday version is a row of ten shops in one mall. At the start of every quarter the shopkeepers agree to move stock to whichever shelf has emptied fastest, whether or not anybody thinks that shelf deserves more stock. The agreement is not a claim that the emptiest shelf will sell best. The agreement is a way of ensuring the shop does not, quarter by quarter, end up selling only one thing because that one thing happened to move. The discipline is in the rule being made in advance and followed, not in the rule being wise.

Try it out

Rebalancing systematically reduces whatever grew and adds to whatever did not. Does it follow that doing so improves returns?

What does one trip to the band edge actually cost in trading?

Time to work the rules against the Anantara mandate itself. Hold the portfolio total at Rs 500 crore while the arithmetic runs. The weight is then the only thing moving. In a live portfolio the total moves too, and the moving total changes the rupee figures without changing the shape of the argument.

The held total is a simplification, and this is exactly what it changes. Equity standing at 70.0 per cent, restored to the 60.0 per cent policy weight, at three different totals. PORTFOLIO TOTAL EQUITY AT 70.0 POLICY AT 60.0 DEALT SHARE OF TOTAL Rs 500.0 crore Rs 350.0 crore Rs 300.0 crore Rs 50.0 crore 10.0 per cent Rs 550.0 crore Rs 385.0 crore Rs 330.0 crore Rs 55.0 crore 10.0 per cent Rs 600.0 crore Rs 420.0 crore Rs 360.0 crore Rs 60.0 crore 10.0 per cent The rupee figure moves with the total. The share does not: it is exactly 10.0 per cent in every row. This guide holds the total at Rs 500 crore while the weight moves, which no live portfolio does, because a weight cannot reach 70.0 per cent without the total having moved as well. The simplification is named here so the reader can price it.
Holding the total fixed changes only the rupee figure, since the share dealt stays exactly 10.0 per cent.

The equity policy weight is 60.0 per cent of Rs 500 crore, or Rs 300 crore. The mandate permits 50 to 70 per cent. Read that as a band around the policy weight and it is plus or minus 10.0 percentage points in absolute terms, and 10.0 divided by 60.0 is 16.7 per cent in relative terms. The same single permission is a wide rule expressed one way and a moderate one expressed the other. The form of the band therefore has to be stated before anyone argues about the number.

One permission, two ways of writing it. 45 50 55 60 65 70 75 POLICY 60.0 50.0 70.0 minus 10.0 points plus 10.0 points As a fraction of the 60.0 policy weight: 10.0 divided by 60.0 is 16.7 per cent either way.
One permission reads as a wide 10.0 point swing or a moderate 16.7 per cent of the weight, so the form has to be named before the number is judged.

Now price the trip. Equity at 70.0 per cent of Rs 500 crore is Rs 350 crore. Restoring the 60.0 per cent policy weight from there means selling Rs 50 crore, or Rs 50,00,00,000/- in whole rupees. The mirror case is identical in size: equity at 50.0 per cent is Rs 250 crore, and restoring policy means buying Rs 50 crore. Either way that is Rs 50 crore of dealing on a Rs 500 crore portfolio, or 10.0 per cent of the whole thing in one action.

Set that against what actually happened. The Anantara portfolio recorded turnoverA measure of how much of a portfolio was replaced over a period, expressed as a share of the portfolio. It counts trading, not the cost of trading. of 34 per cent over the stated twelve month period, meaning about a third of the portfolio was replaced, which on Rs 500 crore is Rs 170 crore of dealing. One drift out to the band edge and one trade back would be Rs 50 crore, or 29.4 per cent of the year's recorded trading. A single visit to the edge of a wide band would account for roughly three tenths of everything that was traded all year. Scaling one trade against a year of trading says nothing about what caused the recorded turnover, and a turnover figure on its own never can.

One trip to the edge, set against a whole year of trading. ONE ROUND TRIP 10.0 per cent, Rs 50 crore TURNOVER, STATED YEAR Rs 170 crore 34.0 per cent 0 10 20 30 40 per cent of the Rs 500 crore portfolio One round trip is 29.4 per cent of the year's recorded turnover. That is a scaling exercise, not a cause.
Restoring policy from the 70.0 per cent edge deals Rs 50 crore, which is close to three tenths of everything the portfolio traded all year.
A year of recorded trading, cut into rebalancing trips. Turnover of 34 per cent on Rs 500 crore is Rs 170.0 crore dealt. This scales a rule; it does not explain a figure. ROUND TRIPS TO THE 70.0 PER CENT EDGE, Rs 50.0 crore each 1 2 3 0.4 3.4 trips RESTORES FROM A 3.0 POINT BAND, Rs 15.0 crore each 11.3 restores Rs 170.0 crore divided by Rs 50.0 crore is 3.4. Rs 170.0 crore divided by Rs 15.0 crore is 11.3. A narrower band deals less each time and more often, and this picture does not settle which total ends up larger. The record does not say what caused the 34 per cent.
The year's Rs 170 crore of dealing holds 3.4 wide round trips or 11.3 narrow restores, not both.
Try it out

Equity has reached 70.0 per cent of a Rs 500 crore portfolio, with the total held at Rs 500 crore for the arithmetic. What is dealt to restore the 60.0 per cent policy weight, and what share of the portfolio is that?

What happens when the rebalancing band is set at the mandate limit?

Both documents look sensible, and the sharpest point in the whole comparison hides between them. A mandate limit and a rebalancing band are written in the same units, percentage points of the portfolio, and they answer entirely different questions. The mandate limit answers: how far may this portfolio go before it is no longer the thing the holder agreed to hold? The rebalancing band answers: how far may the weights wander before the portfolio stops resembling the one that was designed?

Set the band at 50 and 70 and watch what happens to the second question. The rule now fires only when the portfolio is standing on the mandate boundary itself. Every drift short of the boundary is simply accepted. A rebalancing band and a mandate limit are two different instruments that happen to be written in the same units, and setting them equal quietly deletes one of them while both documents stay on file. What remains is a breach prevention device with the word discipline written on it.

Compare it with a band written inside the limit. Take plus or minus 3.0 points, purely to draw the contrast and not as a number anyone should adopt. The band sits at 57.0 to 63.0, and the drift accepted without action is 6.0 points, or Rs 30 crore of exposure on Rs 500 crore. At 50 and 70 the drift accepted without action is 20.0 points, or Rs 100 crore of exposure moving with nobody required to do anything about it. Same portfolio, same paperwork, and a difference of Rs 70 crore in how much exposure is allowed to move unattended.

What each band width leaves moving with nobody required to act. The drift accepted is twice the half width. On Rs 500 crore one point of weight is Rs 5 crore. HALF WIDTH 1.0 band 59.0 to 61.0 2.0 points, Rs 10.0 crore HALF WIDTH 2.0 band 58.0 to 62.0 4.0 points, Rs 20.0 crore HALF WIDTH 3.0 band 57.0 to 63.0 6.0 points, Rs 30.0 crore HALF WIDTH 5.0 band 55.0 to 65.0 10.0 points, Rs 50.0 crore HALF WIDTH 7.0 band 53.0 to 67.0 14.0 points, Rs 70.0 crore HALF WIDTH 10.0 band 50.0 to 70.0 20.0 points, Rs 100.0 crore 0 25 50 75 100 exposure allowed to move unattended, Rs crore The bottom row is the mandate limit itself, the only row where the rebalancing band has stopped adding anything.
Every widening of the band doubles back into exposure nobody is required to act on, up to Rs 100 crore.
Two documents, and whether the second one does anything. BAND SET INSIDE THE LIMIT BAND SET AT THE LIMIT mandate limit rebalancing band mandate limit rebalancing band 50 60 70 50 60 70 Rebalancing band 57.0 to 63.0. Drift accepted: 6.0 points, Rs 30 crore. Two instruments, both doing work. Rebalancing band 50.0 to 70.0. Drift accepted: 20.0 points, Rs 100 crore. One instrument, written twice. The lines coincide on the right, and that is the problem. The rule can only fire once the portfolio is already standing on the boundary its mandate set. The 57.0 to 63.0 band is invented to draw the contrast. No band width here is put forward for anyone.
When the green band lines land on the red mandate lines the second document has stopped doing anything, and 20.0 points of exposure move unattended.
Play with it

Widen the band and count the trades

Below is an illustrative path for the equity weight over 36 monthly readings, starting at the 60.0 per cent policy weight. The control sets the half width of the rebalancing band. Whenever the path leaves the band, a trade fires, the weight returns to 60.0 and the crossing distance is dealt as a share of Rs 500 crore. At a half width of 10.0 points the band lines land on 50.0 and 70.0, the mandate limit itself, and the rule fires zero times over the whole path. At a half width of 0.0 points the rule fires on all 36 readings and deals Rs 177.00 crore, or Rs 1,77,00,00,000/-.

HALF WIDTH 0.0HALF WIDTH 10.0HALF WIDTH 10.0
An illustrative equity weight path against a band that can be set. The path is invented. No dealing cost is applied, because none is recorded. MANDATE 70.0 MANDATE 50.0 70 POLICY 60.0 50 36 illustrative monthly readings of the equity weight
Band half width
10.0 pts
Trades fired
0
Value dealt
Rs 0.00 cr

At a half width of 10.0 points the band sits at 50.0 and 70.0, which is exactly the mandate limit rather than inside it. The rule fires 0 times across the 36 readings and deals Rs 0.00 crore, or Rs 0/-.

Educational illustration. Widen the band and count the trades. The weight path is an invented illustration and not a recorded series. No dealing cost is applied anywhere on this control, because none is recorded. Notice that the trade count falls steadily as the band widens while the value dealt does not, because each trade that does fire is larger. No band width shown here is put forward as correct for anyone.
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What does rebalancing cost that no return figure shows?

Every rebalancing trade costs something, and the costs are of four kinds. Brokerage and dealing charges. Taxes on transacting, wherever they apply. The spread between what a buyer will pay and what a seller will take. And market impactThe amount an order moves the price against itself simply by being large enough to need more of the market than is standing there at the moment., the price an order pushes against itself once it is big enough to use up what was on offer.

Now look for those four in a return figure. The four costs are not there as a line. A return series is struck either after costs or before them depending on the basis, and either way the costs have been folded into the number rather than displayed beside it. Turnover is the visible trace of an invisible cost, and it is a count of trading rather than a measure of what the trading cost. That is why the amount of trading a rule creates is part of choosing the rule, and it is also why comparing two rules on the returns they produced without knowing the basis is comparing nothing.

What a return series shows, and what it does not. WHAT IS VISIBLE: the return figure One number for the stated year, already struck on one basis or the other. WHAT NEVER APPEARS AS A LINE Brokerage and dealing charges The spread between buy and sell Taxes on transacting Market impact from the order itself Turnover is the visible trace of all four, and it counts trading rather than measuring cost.
All four costs sit below the reporting line and inside the return figure, so turnover is the only trace of them anyone can actually read.
Try it out

Where do the costs of rebalancing appear in a portfolio's return series?

How does anybody use this in a meeting, on a Tuesday?

Three numbers, prepared before the room sits down. The actual weight of each bucket today. How far each one sits from its policy weight, in points and in rupees. And what the rule as written would do about the gap, if anything. An investment committee chaired by someone like Rukmini Deshpande does not need a view on the market to run that check. Needing no view is the whole reason for having a rule.

The three numbers to have ready before the room sits down. An illustrative moment for the Anantara portfolio, total held at Rs 500 crore, band plus or minus 3.0 points. BUCKET AND POLICY ACTUAL GAP, POINTS GAP, RUPEES BAND WHAT THE RULE DOES Equity, policy 60.0 64.0 plus 4.0 plus Rs 20.0 cr 57.0 to 63.0 Fires. Deal Rs 20.0 cr. Fixed income, policy 30.0 29.0 minus 1.0 minus Rs 5.0 cr 27.0 to 33.0 Silent. Cash, policy 10.0 7.0 minus 3.0 minus Rs 15.0 cr 7.0 to 13.0 Silent, and on the edge. The gaps sum to zero points and to Rs 0/-, because the weights sum to 100 and always did. Cash sits exactly on its lower edge at 7.0 per cent. A rule that fires outside the band does not fire on the edge of it, so whoever writes the rule has to say which it is before the morning it matters rather than after.
One bucket breaches, one sits exactly on its edge, and the three gaps still sum to nothing.

A lender or an analyst reading a mandate from outside asks a narrower question and gets a lot from it: how wide is the band, and how does its width compare with the mandate limit? A band at the limit tells them the portfolio's shape is effectively unmanaged between boundaries. A narrow band tells them to expect trading, and to ask what that trading costs. Neither answer is a judgement about the manager; both are facts about how much the weights are permitted to move.

A household can run the same check on a savings pot in five minutes with a sheet of paper. The shares meant to be held go on one list, the shares actually held go on another. If the second list has quietly become a different plan from the first, the drift did that, and no decision did. And the cheapest correction available to a household is almost always the cash flow one: pointing the next few months of contributions at whatever has fallen behind, and letting the money that was moving anyway do the work.

The error that gets made, and what it costs

An investment committee sets the rebalancing rule to trade whenever equity leaves the 50 to 70 per cent range and minutes it as a decision to rebalance on a disciplined basis. The committee has in fact written down the mandate limit a second time, copied into another document under a different heading.

Look at what that permits. Equity can now run anywhere from 50.0 to 70.0 per cent with no action required: a swing of 20.0 points on a Rs 500 crore portfolio, or Rs 100 crore of exposure moving with nobody obliged to do anything. The word discipline is doing all of the work in that minute and the rule is doing none of it. The committee believes drift is controlled while the portfolio's risk moves freely inside a range nobody chose deliberately, and the first time the equity weight is examined closely it will be sitting at a level no one signed off.

The fix is not a better number, it is a different question. A rebalancing band is set inside the mandate limit and answers how far the weights may wander before the portfolio stops resembling the one that was designed. A mandate limit answers when the portfolio has stopped being the thing the holder agreed to hold. Two questions, two instruments, and they cannot share a number without one of them going missing.

Try it out

Are a rebalancing band and a mandate limit the same instrument, given that both are written in percentage points of the portfolio?

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What is rebalancing not?

Rebalancing is not a view. Nothing in any of the three rules contains an opinion about what will happen next, and a rule that starts taking such opinions has become something else that should be described honestly under its own name. Rebalancing is not a cure for a policy weight that was wrong to begin with: a rule that returns a portfolio to the wrong shape returns it faithfully. And rebalancing is not free, as the turnover arithmetic above makes concrete without needing a single cost figure.

The rule restores whatever target it was handed, and never asks about it. The second mandate is constructed only for the contrast. It is not the Anantara mandate. THE ANANTARA MANDATE Policy weight 60.0 per cent, Rs 300.0 crore Actual weight 64.0 per cent, Rs 320.0 crore Gap 4.0 points Rs 20.0 crore dealt 4.0 per cent of the portfolio A CONSTRUCTED CONTRAST Policy weight 40.0 per cent, Rs 200.0 crore Actual weight 44.0 per cent, Rs 220.0 crore Gap 4.0 points Rs 20.0 crore dealt 4.0 per cent of the portfolio Identical trade, identical share, and the rule never asked whether 60.0 or 40.0 was the right target to hold. Whether the policy weight was well chosen is settled in the allocation sequence and is not a question this rule can reach.
Two different targets, one rule, and the same Rs 20 crore trade restoring each of them faithfully.

Rebalancing is the one routine in the whole process that acts on the portfolio's shape without anyone having to be persuaded. The routine is worth having and worth describing accurately. The three rules set out here are three ways of deciding when that routine runs.

India

Where anything set in regulation would sit

Every band, limit and weight in the Anantara mandate was chosen by its holder, not set by any authority. Where a real mandate touches a requirement of that kind, the current text sits with the Securities and Exchange Board of India at sebi.gov.in, and with the Pension Fund Regulatory and Development Authority at pfrda.org.in where a retirement mandate is the setting. Both should be confirmed at source before either is relied on.

How the 60, 30 and 10 policy weights were arrived at is covered in the allocation sequence. Whether a limit has been breached, and what follows from a breach, is handled under compliance later in this sequence. Dealing mechanics, settlement and the machinery of transacting are covered separately. Pooled vehicles and private structures are covered in their own sections.

References

SourceDocumentWhere
Securities and Exchange Board of IndiaWhere any requirement set in regulation for a managed mandate is publishedsebi.gov.in
Pension Fund Regulatory and Development AuthorityThe authority that applies where a retirement mandate is the settingpfrda.org.in
National Stock Exchange of IndiaWhere index construction rules are publishednseindia.com

The Anantara Multi-Asset Portfolio, the charitable endowment that holds it, Rukmini Deshpande and Faiz Ahmad Ansari are invented.
Educational material. Not advice on any investment, tax, budget or market position.

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