Fin Maverick
Foundations VocabularyAccounting & ReportingEconomics & MacroQuant Methods & ProgrammingBusiness & Company AnalysisCorporate Finance & ValuationBehavioural Finance
Banking & Market InfrastructureFixed Income & RatesDerivatives & Structured ProductsPublic EquitiesTransactions & DealsPortfolio ConstructionFunds & AMCs
Private Markets & AlternativesRisk, Treasury & ControlAI & Digital FinanceStochastic Calculus & PricingWealth & Personal FinanceIndian Markets & RegulationProfessional Practice
CalculatorComparison
Frameworks
Explore Bootcamps
Equity ResearchPortfolio ManagementMutual Fund MasteryFinancial LiteracyInvestment Banking Analyst
Private Equity AnalystHedge Funds AnalystBreaking Into VCBreaking Into QuantsAI For Finance
Financial Analyst ProgramRisk Management ProgramPrivate Wealth ManagementDebt Capital MarketsDerivatives Foundation
Explore Internships
Equity Research InternMutual Fund Intern
Portfolio Management InternFinancial Literacy Intern
Explore Micro Courses

Equity Research6

Writing an Investment ThesisBuilding a Discounted Cash FlowReading an Annual Report FastReading a Sector Before a CompanySpotting Quality of Earnings Red FlagsBuilding a Revenue Forecast From Drivers

Portfolio Management3

Rebalancing: When, Why and What It CostsStrategic and Tactical Asset AllocationMeasuring Risk in a Portfolio

Mutual Fund Mastery3

Comparing Funds Without Being FooledHow a NAV Is Struck and Which Day You GetReading a Fund Factsheet Properly

Derivatives Unlocked4

Hedging a Real ExposureThe Greeks, PracticallyFutures, the Basis and What Moves ItReading an Option Payoff

AI For Finance2

Retrieval and Grounding for FinanceDocument Extraction in Finance

Breaking Into Quants4

Backtesting a StrategyHypothesis TestingCleaning Financial DataRegression for Finance

Breaking Into VC3

Sizing a MarketReading a Term Sheet as a FounderHow a Venture Round Actually Works

Financial Analyst Program4

Common Size and Trend AnalysisReading a Cash Flow StatementRatio Analysis That Says SomethingBuilding a Working Capital Schedule

Risk Management Program2

Credit Exposure and How It Is ReducedValue at Risk and What It Hides

Investment Banking Analyst3

Precedent Transactions and Why They DifferReading a Term Sheet StructurallyBuilding a Comparable Companies Table

Private Wealth Management3

Tax Aware Portfolio DecisionsBuilding a Client Risk ProfileGoal Based Planning Arithmetic

Debt Capital Markets3

Analysing an Issuer's CreditDuration and What It Does Not Tell YouBond Pricing and Yield Mechanics

Private Equity Analyst2

Fund Waterfalls and CarryThe LBO in Structure

Hedge Funds Analyst2

Short Selling MechanicsLong Short Mechanics
Courses
Explore Career Roadmaps
Investment Banking AnalystEquity Research AnalystVC AnalystPrivate Equity AnalystHedge Funds Analyst
Quant AnalystAI For FinanceFinancial Analyst ProgramPrivate Wealth ManagementDebt Capital Markets
Risk Management ProgramDerivatives FoundationPortfolio ManagementMutual Fund Mastery
PartnershipsShowdown
Log inSign up
Behavioural Finance & Investor Decision-Making
1Foundations
The Rational InvestorJudgment Under UncertaintyPreferencesBehavioural FinanceInvestor and Market BehaviourFinancial Well-BeingBounded RationalityHeuristics and Biases
2Cognitive Biases, Emotion and Attention
Limited AttentionRepresentativenessThe Affect HeuristicAnchoring and AdjustmentEmotion and Decision QualityOverconfidence and OptimismAmbiguity and Complexity AversionAvailability and SalienceHome Bias, Local Bias…FramingThe Halo EffectHindsight BiasThe Narrative FallacyPresent Bias and Hyperbolic DiscountingBase-Rate NeglectStatus Quo Bias and the Default Effect
3Preferences and Prospect Theory
Prospect TheoryRegretThe Endowment EffectMental AccountingThe Sunk Cost FallacyLoss AversionRisk Seeking in Losses
4Social Behaviour
HerdingNarrative EconomicsFear of Missing OutGroupthinkSocial Proof
5Investment and Trading Behaviour
Excess TradingNaive DiversificationThe Disposition EffectLottery PreferencesNoise TradersPortfolio InertiaRecency Bias
6Markets and Anomalies
Mania, Panic and CapitulationMarket EfficiencyEfficient Market Hypothesis vs…Speculative BubblesReflexivityInvestor SentimentMarket AnomaliesShort-Sale ConstraintsPrice DiscoveryLimits to Arbitrage
7Decision, Research and Debiasing
The Decision JournalDebiasingChoice Architecture, Defaults and…The Pre-Mortem and Process QualityDecision Quality
8Advice, Conduct and Communication
Communication ConductSuitability and AppropriatenessChoice OverloadComplaint BehaviourRisk DisclosureVulnerable Investors

Mania, Panic and Capitulation: The Phases Named

Mania, panic and capitulation name three phases of a price cycle: rising conviction, a sharp reversal, and the exhausted selling that ends the fall. All three names are assigned afterwards, from a path that has already finished. On the invented Palash 100 the capitulation quarter fell 7.1 per cent while the panic quarter ahead of it fell 14.5, so the naming does not follow the arithmetic.

The three words rest on one distinction, and almost every argument about them is really an argument about that distinction. A description says what a completed path looked like. A rule says what to do while a path is still running. The dividing lines are chosen after the shape is known, so any finished price path can be divided into phases, and that is exactly why the divisions always seem to fit so well. Whether the same lines could have been drawn from the left-hand portion alone, with the right-hand portion still blank, is a completely separate question, and the answer is no.

What do mania, panic and capitulation actually name?

The shape is older than markets, so start outside them. Word goes round a neighbourhood on a Tuesday morning that the vegetable lorries have been held up and there will be no onions for a week. By eleven the queue at the stall is forty deep and people who normally buy half a kilo are buying five. The price triples and the buying speeds up rather than slowing down. The rising price is being read as proof that the rumour was right. At half past two a lorry turns into the lane. Within ten minutes nobody will pay the morning price, and the people who bought five kilos are trying to pass them on to neighbours at any price at all. By six in the evening the last of them has given up and sold at a loss, and the stall is quiet.

The afternoon has three parts, and everybody in the lane can name them by dinner time. ManiaA phase of rising prices and rising conviction, named after it has ended. is the first part: the price rises, and the rise itself is treated as evidence that the rise is justified. PanicA sharp reversal in which selling accelerates. is the second: everybody wants to be out ahead of everybody else, so the direction reverses and selling speeds up rather than slowing. CapitulationThe exhausted selling that ends a fall, named once the low is known. is the third: the last holders, the ones who insisted longest that the price would come back, finally give up and sell at whatever is on offer, and the selling stops because there is nobody left who still wants to sell.

Notice the tense in every one of those three definitions. The mania is the part that ended. The panic is the reversal that turned out to be a reversal. The capitulation is the selling that turned out to be the last of it. Not one of the three can be stated without a verb that looks backwards. The names come from a literature that was explicit about this. Hyman Minsky, in The Financial Instability Hypothesis in 1977, set out a sequence in which a long calm period changes what borrowers and lenders think is prudent, and Charles Kindleberger, in Manias, Panics and Crashes in 1978, gathered several centuries of episodes and showed the same stages recurring in each. Both were writing history. Neither was writing a timetable.

Who assigns the names, then? Whoever is telling the story afterwards. There is no committee, no register and no threshold. A fall of a certain size is not automatically a panic and no authority declares one. The absence of a threshold is not a gap in the definitions to be filled in later, but a property of what the words are for. The three names are labels for parts of a story, and a story needs an ending before its parts can be marked out.

Set each name against the thing it needs before it can be closed off. Every one of the three closes on an edge that only a later reading fixes, and the last of them cannot be completed until Q5, three quarters after the peak it measures from.

Every one of the three names closes on an edge, and no edge is fixed by itself. THE NAME THE EDGE THAT CLOSES IT FIXED ONLY BY MANIA open to Q2 the peak at 131.0 which is Q2 Q3, the first fall one quarter later PANIC Q2 to Q3 the turn to a smaller fall which is Q3 Q4, the smaller fall one quarter later CAPITULATION Q3 to Q4 the low at 104.0 which is Q4 Q5, the path turning up one quarter later The last of the three is not completable until Q5, three quarters after the peak it is measured from.
All three phase names close on an edge that only a later reading can fix, and the last of them waits until Q5.
Try it out

When are the three phase names assigned?

Financial Literacy Bootcamp — Fin Maverick

What did the Palash 100 do, quarter by quarter?

The Palash 100, an invented index, opens at 100.0 and is then struck at eight quarter ends: 118.0, 131.0, 112.0, 104.0, 116.0, 124.0, 121.0 and 127.0. The nine readings are the entire record. There is nothing between the quarter ends, nothing before the open and nothing after the eighth quarter.

The picture does the persuading and the arithmetic does the checking, so work every change out rather than reading the shape off the picture. The first quarter adds 18.0 points on a base of 100.0, so it is up 18.0 per cent. The second adds 13.0 on 118.0, up 11.0 per cent, and notice that the index rose by more points in the first quarter than the second. The third loses 19.0 on 131.0, down 14.5 per cent. The fourth loses 8.0 on 112.0, down 7.1 per cent. Then 12.0 on 104.0 is up 11.5, 8.0 on 116.0 is up 6.9, 3.0 on 124.0 is down 2.4, and 6.0 on 121.0 is up 5.0 per cent.

Quarter endLevelThe divisionChange
The open100.0the starting reading, not a quarterno change
Q1118.018.0 divided by 100.0up 18.0 per cent
Q2131.013.0 divided by 118.0up 11.0 per cent
Q3112.019.0 divided by 131.0down 14.5 per cent
Q4104.08.0 divided by 112.0down 7.1 per cent
Q5116.012.0 divided by 104.0up 11.5 per cent
Q6124.08.0 divided by 116.0up 6.9 per cent
Q7121.03.0 divided by 124.0down 2.4 per cent
Q8127.06.0 divided by 121.0up 5.0 per cent
The Palash 100, invented and illustrative. Nine readings, and nothing past Q8. 100 110 120 130 100.0 118.0 131.0 HIGHEST READING 112.0 104.0 LOWEST READING 116.0 124.0 121.0 127.0 open Q1 Q2 Q3 Q4 Q5 Q6 Q7 Q8 Both markers are placed from the completed record. Standing at Q2, neither could have been drawn.
The complete eight quarter path puts its highest reading at Q2 and its lowest at Q4, and both markers can only be placed because all nine readings already exist.
Every quarter on quarter change, computed from the level before it. 0 18.0 11.0 14.5 7.1 11.5 6.9 2.4 5.0 Q1 Q2 Q3 Q4 Q5 Q6 Q7 Q8 Per cent, one decimal place. Bars are drawn to scale, so the Q4 fall really is under half the Q3 fall.
Drawn to scale the Q4 fall of 7.1 per cent stands at under half the height of the Q3 fall of 14.5, which is the opposite of what the phase names suggest.

Points and per cent do not rank the same quarters in the same order, so one more thing falls out of that table. The largest move in points is the 19.0 point fall at Q3, the largest in per cent is the 18.0 per cent rise at Q1, and the unit alone decides which quarter gets called the biggest.

The same eight quarters, ranked twice, in two different units. RANKED BY POINTS MOVED RANKED BY PER CENT MOVED Q3, 19.0 points Q1, 18.0 points Q2, 13.0 points Q5, 12.0 points Q4, 8.0 points Q6, 8.0 points Q8, 6.0 points Q7, 3.0 points Q1, 18.0 per cent Q3, 14.5 per cent Q5, 11.5 per cent Q2, 11.0 per cent Q4, 7.1 per cent Q6, 6.9 per cent Q8, 5.0 per cent Q7, 2.4 per cent Two pairs change places, and one of the two swaps decides which quarter is called the biggest.
Ranked by points moved the biggest quarter is Q3 at 19.0, ranked by per cent it is Q1 at 18.0 instead.

Where do the peak and the low actually fall?

The highest reading is 131.0 at Q2 and the lowest is 104.0 at Q4. Only two readings on this record can be called a peakThe highest point on a completed path. and a troughThe lowest point on a completed path., and both words are being used with the whole record already in hand. Label the moves by the quarters and not by counting the open as a quarter: from the open to Q2 the index is up 31.0 points on 100.0, so up 31.0 per cent, and from Q2 to Q4 it is down 27.0 points on 131.0.

The fall of 27.0 on 131.0 is 20.6 per cent, and it is the number a report would print as the drawdownThe fall from a peak to a later low, as a share of the peak.. Now hold that number beside a second one. The low of 104.0 sits above the open of 100.0 by 4.0 points on 100.0, or 4.0 per cent up. The same Q4 reading is a 20.6 per cent fall and a 4.0 per cent gain at the same time, and which of the two gets printed depends entirely on where the measuring started. A drawdown is measured from the peak by construction, so a large one says nothing about whether anybody is behind on what they paid. Somebody who bought at the open and did nothing was ahead by 4.0 per cent at the worst reading of the whole record.

One reading, two honest measurements, and they point opposite ways. 131.0 at Q2 the peak 104.0 at Q4 100.0 at the open 27.0 points off 131.0 a fall of 20.6 per cent 4.0 points above the open The shaded strip is the whole of the gain an opening holder still had at the worst reading on the record.
Measured from the peak the Q4 reading is a fall of 20.6 per cent, and measured from the open the very same reading is a gain of 4.0 per cent.

The open and the peak are not the only places a measurement can start, so push the comparison further. The same Q4 reading can be set against any earlier reading on the record, and every base gives a different and entirely honest answer.

One reading of 104.0, measured against four earlier readings. MEASURED FROM BASE 104.0 THEN READS AS the open 100.0 up 4.0 per cent Q3 112.0 down 7.1 per cent Q1 118.0 down 11.9 per cent Q2 131.0 down 20.6 per cent Four honest measurements of one reading, spanning 24.6 percentage points, and only the base changed.
One reading of 104.0 reads as anything from up 4.0 to down 20.6 per cent, a span of 24.6 points, on the base alone.
Try it out

The drawdown is 20.6 per cent. Where does the low at Q4 sit against the opening reading of 100.0?

Which quarter was the worst, and is it the one the names imply?

A story about this path writes itself. The mania ran to Q2, the panic hit in Q3, and Q4 was the capitulation, the quarter when the last holders gave up. Every word of that sentence is available from the record. The sentence is still wrong about the one thing it most wants the reader to feel, that the capitulation was the worst part.

Q2 to Q3 falls 14.5 per cent. Q3 to Q4 falls 7.1 per cent. Divide the second by the first and the later quarter is 49.0 per cent of the earlier one, so the quarter a narrative calls the exhausted end of the fall is under half the size of the quarter before it. The name and the arithmetic point in different directions, and when they do it is always the name that was fitted to the story rather than the arithmetic that was fitted to the name. The mismatch is not a defect in this invented path but a consequence of what capitulation means. Capitulation is the end of a fall, and the end of a fall is by definition the part where the falling is running out.

The two falls, drawn against the same scale. Q2 to Q3 called the panic down 14.5 per cent Q3 to Q4 called the capitulation down 7.1 per cent the second fall is 49.0 per cent of the first 7.1 divided by 14.5. The bar lengths are proportional, so the eye and the arithmetic agree here.
The quarter a phase narrative labels capitulation falls 7.1 per cent, which is 49.0 per cent of the 14.5 per cent fall in the quarter before it.

Split the fall by where the points actually went and the gap widens. Of the 27.0 points from 131.0 down to 104.0, 19.0 went in Q2 to Q3 and 8.0 in Q3 to Q4. Seven tenths of the fall, 70.4 per cent of it, was over before the quarter the second name marks had begun.

Where the 27.0 point fall from 131.0 to 104.0 actually happened. the whole fall, 131.0 down to 104.0, is 27.0 points or 20.6 per cent Q2 to Q3 19.0 of the 27.0 points, 70.4 per cent Q3 to Q4 8.0 points, 29.6 per cent a story calls this the panic and this the capitulation 70.4 per cent of the whole fall was over before the quarter the second name is attached to began.
Of the 27.0 points lost from peak to low, 19.0 or 70.4 per cent went in Q3, before the quarter the name marks.
Try it out

Which quarter fell furthest, Q2 to Q3 or Q3 to Q4?

What did turnover do at the top and at the bottom?

Price is only half of what a market leaves behind. The other half is turnoverHow much changed hands, here as a multiple of the eight quarter median., and this case records it for exactly two quarters. In Q2, the quarter of the highest reading, turnover ran at 3.1 times its eight quarter median. In Q4, the quarter of the lowest reading, it ran at 0.4 times. Divide one by the other and 3.1 over 0.4 is 7.8, so about eight times as much changed hands at the top as at the bottom.

The temptation is to read the pair as more than it is. Read it plainly instead. Activity was heaviest in the quarter where the path was about to turn down, and lightest in the quarter where it had already turned up. The crowd was at its busiest where the record shows the highest reading and at its quietest where the record shows the lowest. The pairing is a fact about what happened and not a method for finding either point. Think of the vegetable stall again: the queue was longest at the moment the price was highest, and there was nobody at the stall at six in the evening. Nobody in the queue knew at eleven that eleven was the busy hour, and nobody at the empty stall at six knew that six was the quiet one. Only the person writing it up that night knew both.

Turnover as a multiple of the eight quarter median. Only two quarters are recorded. the median, 1.0 times 3.1 times 0.4 times Q2, the highest reading at 131.0 Q4, the lowest reading at 104.0 busiest quarter on the record quietest quarter on the record Nothing is drawn for the other six quarters because this case records no turnover for them.
Turnover ran 3.1 times its median in the quarter of the highest reading and 0.4 times in the quarter of the lowest, about eight times as much at one end as the other.

One caution attaches to those two numbers, and it is how little of the record they are. A multiple is given for Q2 and for Q4 and for no other quarter. Two readings cannot make a shape, and the two on offer are the extreme quarters, the pair that would flatter any story built on them.

How much of the turnover record this case actually gives. Q1 not given Q2 3.1x times median Q3 not given Q4 0.4x times median Q5 not given Q6 not given Q7 not given Q8 not given 2 of 8 a multiple is given for 25.0 per cent of the eight quarters Two readings cannot make a shape, and the two given are the two extreme quarters.
The record gives a turnover multiple for only 2 of the 8 quarters, being 25.0 per cent, and both of them are extremes.
Try it out

Turnover ran 3.1 times median in Q2 and 0.4 times in Q4. What does that pair of numbers describe?

Portfolio Management Bootcamp — Fin Maverick

What would somebody holding from the open have seen at each point?

Phase names describe the index. A phase name does not describe a person, and the two can differ sharply. Take somebody who bought at the open, did nothing at all for eight quarters, and looked at the statement each quarter end. Their reading is the level minus 100.0, so the sequence they saw is up 18.0, up 31.0, up 12.0, up 4.0, up 16.0, up 24.0, up 21.0 and up 27.0 per cent. Every single quarter end of the supposed mania, panic and capitulation showed that holder a gain, and the worst of the eight was still 4.0 per cent up. The panic was real and the capitulation was real, and neither of them ever put this person behind.

What the statement said each quarter, for somebody who bought at the open. 0 18.0 31.0 12.0 4.0 16.0 24.0 21.0 27.0 Q1 Q2 Q3 Q4 Q5 Q6 Q7 Q8 Per cent above the open, at each quarter end. The pale bar is Q4, the lowest reading on the record.
Measured from the open every one of the eight quarter ends shows a gain, and the worst of them is still 4.0 per cent ahead.

Being ahead the whole way is not the same as feeling nothing. At Q2 that holder was shown a gain of 31.0 per cent, and at Q4 the same holder was shown 4.0. Nobody went below what they paid, and 27.0 of the 31.0 points of shown gain went anyway, or 87.1 per cent of it.

What an opening holder was shown at the top and at the bottom. cost up 31.0 per cent up 4.0 per cent the statement at Q2 the statement at Q4 27.0 points of shown gain gone 87.1 per cent of what Q2 showed Never behind on what was paid, and still 87.1 per cent of a shown gain surrendered.
Nobody who bought at the open ever went below cost, and yet 87.1 per cent of the gain shown at Q2 had gone by Q4.

Now the arithmetic that a phase story almost never states. Getting back to a peak costs more, in percentage terms, than the fall that lost it, and the gap widens with the size of the fall. Falling 27.0 points from 131.0 is a fall of 20.6 per cent. The base is smaller on the way back, so climbing those same 27.0 points from 104.0 is a rise of 26.0 per cent. The four quarters after the low delivered a rise of 23.0 points on 104.0, or 22.1 per cent, taking the index to 127.0. A rise of that size is a strong recovery and it is still 4.0 points short of 131.0, or 3.1 per cent of 131.0. Four rising quarters after the low, and the index has still not got back to where it stood at the reading a story would call the top of the mania.

Why undoing a fall costs more than the fall did. THE FALL, Q2 TO Q4 131.0 down to 104.0 27.0 divided by 131.0 down 20.6 THE RISE THAT UNDOES IT 104.0 back up to 131.0 27.0 divided by 104.0 up 26.0 WHAT ACTUALLY HAPPENED 104.0 up to 127.0 by Q8 23.0 divided by 104.0 up 22.1 WHAT IS STILL MISSING 127.0 against 131.0 4.0 divided by 131.0 short by 3.1 All per cent, one decimal. The record stops at Q8 and nothing here is drawn beyond it.
A fall of 20.6 per cent needs a rise of 26.0 per cent to undo it, and four rising quarters delivered 22.1 per cent and stayed 3.1 short.

Count the same record in quarters rather than in per cent and a second asymmetry appears. The rise took two quarters, the fall took two, and the climb back has taken four without finishing.

How long each leg took, counted in quarters rather than in per cent. open Q1 Q2 Q3 Q4 Q5 Q6 Q7 Q8 2 quarters up 31.0 per cent 2 quarters down 20.6 per cent 4 quarters, up 22.1 per cent and at the end of those four the index is still 3.1 per cent below the peak it is climbing back to The recovery leg is twice as long as the fall and has not finished inside the record.
The rise and the fall took two quarters each, while four quarters of recovery still finished 3.1 per cent below the peak.
Building a Revenue Forecast From Drivers — free micro-course from Fin Maverick

Why can a phase boundary only be drawn from a completed path?

Here is the mechanism, and it is simpler than it sounds. Every phase name is a division, and a division needs two edges. Mania needs a beginning and an end, and its end is the peak. Panic needs a beginning and an end, and its end is the point where the fall stopped. Only a stopped fall makes the last selling the last selling rather than the middle of some longer selling, so capitulation needs the fall to have stopped.

Now ask what fixes each of those edges. The peak is fixed by the fall that came after it. The end of the fall is fixed by the rise that came after that. Every edge that a phase name depends on is fixed by something that happens later, so no phase name can be completed with the right-hand end of the chart still open. The test for whether a phase name is available therefore has nothing to do with how dramatic the price action is, and everything to do with a boring structural question: what is the last plotted point, and is it the thing being named?

The only test that decides whether a phase name is available. WHERE IS THE RIGHT HAND END OF THE CHART? not how sharp the move was, not how loud the news was IT IS THE CURRENT QUARTER the last reading is today, and nothing has yet happened after it IT IS WELL IN THE PAST the path fell away from a high and then rose away from a low NO PHASE NAME IS AVAILABLE only the highest and lowest so far THE THREE NAMES CAN BE DRAWN and only as a description of the past The right hand branch is never reachable from inside the path, which is the whole difficulty.
The test that decides whether a phase name can be used is structural rather than dramatic, and it asks only where the last plotted point sits.

Run that test on every right hand end this record allows. The low gates every name, so the peak is markable from six of the eight and all three names from only four.

Every possible right hand end of the chart, and what each one supports. Q1 Q2 Q3 Q4 Q5 Q6 Q7 Q8 PEAK CAN BE MARKED 6 of 8, 75.0 per cent NO NO YES YES YES YES YES YES LOW CAN BE MARKED 4 of 8, 50.0 per cent NO NO NO NO YES YES YES YES ALL THREE NAMES 4 of 8, 50.0 per cent NO NO NO NO YES YES YES YES The second and third rows are identical, because the low is what gates every one of the names. Half of the eight possible right hand ends support no phase name at all.
Across the eight possible right hand ends the peak can be marked at six of them and all three names at only four.

The error that gets made, and what it costs

The error is believing that the names could have been used at the time, and it is made almost every time this path is retold. Set the record against what was actually on the screen as it ran. At Q1 the index is up 18.0 per cent and the visible path is one rising quarter, exactly what an ordinary rise looks like and exactly what the first quarter of a mania looks like. At that width there is nothing to separate, so nothing on the screen separates them.

At Q3 the reader has one falling quarter of 14.5 per cent behind a high of 131.0. The low could be at 112.0 and the fall over, or 112.0 could be the first step of something far longer. At Q4, after a further 7.1 per cent, the reader is in the worst possible position: the actual low is Q4, but the quarter looks milder than the one before it, and a milder fall is precisely what a pause inside a longer fall also looks like. The reading that makes Q4 identifiable as the low is Q5, and from a standpoint at Q4 the Q5 reading has not arrived.

The error costs a false sense of having a method. Somebody who believes the phases were recognisable at the time will look for them next time, find something that resembles one, and act on a division that cannot be completed until later. The record makes recognition harder rather than easier: turnover was heaviest at 3.1 times median in exactly the quarter with the highest reading, so the largest number of people were most confident at the point where the path was about to turn. Being surrounded by conviction was not a warning either.

The same record, read from two different right hand ends. STANDING AT Q3 NOTHING HERE YET no low, no name 131.0 112.0, and is this the low? READ BACK AT Q8 131.0 peak 104.0 low both markers placeable, both only now Identical data. The left panel is not a worse chart; it is the only chart that existed at the time. Palash 100, invented and illustrative. Nothing is drawn to the right of Q8 in either panel.
The left panel and the right panel hold identical data, and only the right one has the later readings that fix where the phase boundaries fall.
Try it out

Why can the three phases not be named while they are running?

A phase needs two edges; the second arrives late. See what the path shows.

What happens to the names as the chart gets longer?

The question can be answered by hand, one quarter at a time. The control below plots the Palash 100 up to whichever quarter is selected and nothing beyond it. The peak marker, the low marker and the phase names do not appear together.

Try it out

Before the control is moved: at which setting does the low at Q4 first become identifiable as a low?

Play with it

Slide the right hand end of the chart and watch the names arrive

One variable moves: the last quarter plotted, from Q1 to Q8. Everything else is fixed. The Palash 100 is an invented index of quarter end readings only. Its nine readings are 100.0 at the open then 118.0, 131.0, 112.0, 104.0, 116.0, 124.0, 121.0 and 127.0, and the eight quarter changes are up 18.0, up 11.0, down 14.5, down 7.1, up 11.5, up 6.9, down 2.4 and up 5.0 per cent. The peak is 131.0 at Q2 and the low is 104.0 at Q4, a drawdown of 20.6 per cent, with that low still 4.0 per cent above the open and Q8 still 3.1 per cent below the peak. Turnover ran 3.1 times its eight quarter median at Q2 and 0.4 times at Q4.

Q1, one quarter visibleQ3Q8, the whole record
Palash 100, invented and illustrative. Plotted only as far as the chosen quarter. 100 110 120 130 NOT DRAWN AT ANY SETTING peak 131.0 low 104.0 open Q1 Q2 Q3 Q4 Q5 Q6 Q7 Q8 Quarter ends only. No line, trend or marker is placed to the right of the chosen quarter.
Last quarter plotted
Q3
Highest reading visible
131.0
Change since the open
up 12.0
Phase names available
none

With the chart ending at Q3 the high of 131.0 at Q2 can be marked, because the path has fallen away from it. The fall so far is 14.5 per cent, but the lowest reading is 112.0 at Q3 and that is the last point plotted, so it may be the end of the fall or the middle of one. No phase name is available.

Educational illustration. The peak marker appears only once the path has fallen away from the high, the low marker only once the path has risen away from the low, and all three phase names require both.

Why is a named phase not a trading signal?

The boundary between explanation and instruction matters more than any of the arithmetic above. A behavioural account of why a price moved is an explanation of a completed path, and it is never an instruction to buy, sell, hold, wait or avoid, and never evidence that acting on it would have paid. Thin turnover does not mark a bottom, a fall of about 20.6 per cent is not the usual size of one, and no index anywhere is bound to do what this invented one did. The sentence a reader must never assemble is: the effect exists, therefore trade it.

Three separate reasons keep that boundary honest, and any one of them is sufficient on its own. The first is cost. An effect measured after the fact is measured before the cost of acting on it, and this case has the cost in front of it: across the five turnover groups in the Palash decision log, gross returns sit inside 0.3 percentage points of each other at 11.2, 11.0, 11.1, 10.9 and 11.0 per cent, and net returns run 4.0 points apart at 10.9, 10.4, 9.6, 8.4 and 6.9. The difference between the two ends is what the trading cost, not what was picked, and 4.0 points a year is larger than most documented effects of this kind.

The two spreads are the whole of the first reason.

Five activity groups from the same record, before costs and after them. gross return net return gross band COST turnover 9 per cent 0.3 turnover 34 per cent 0.6 turnover 71 per cent 1.5 turnover 128 per cent 2.5 turnover 210 per cent 4.1 7 8 9 10 11 12 Annual return per cent. Gross returns span 0.3 points across the five groups. Net returns span 4.0. That is 13.3 times as much spread after costs as before them.
Gross returns across the five activity groups span 0.3 points while net returns span 4.0, which is 13.3 times as much.

The second is publication. A pattern written up in a paper is read by everybody who reads that paper, so what it did before it was published is not evidence about what it does afterwards. The third is the deepest. The same obstacles that let a mispricing survive in the first place are the obstacles that stop a reader capturing it. Andrei Shleifer and Robert Vishny set that out in The Limits of Arbitrage in the Journal of Finance in 1997. The explanation and the obstacle are one fact seen from two sides. If it were easy to act on, it would not have lasted long enough to be described.

Three reasons, and any one of them is enough on its own. ONE, COST An effect is measured before the cost of acting on it. IN THIS CASE gross returns span 0.3 points net returns span 4.0 points 10.9 down to 6.9 net, across the five groups TWO, PUBLICATION A written up pattern is read by everybody who reads it. WHICH MEANS what it did before the paper is not evidence about after two different periods separated by the writing up THREE, THE OBSTACLES What lets a mispricing last is what stops anybody taking it. SO the explanation and the obstacle are one fact seen from two sides Shleifer and Vishny, 1997 KNOCK TWO DOWN AND THE THIRD STILL HOLDS THE BOUNDARY Return and cost figures are from the invented Palash decision log and are illustrative.
Cost, publication and the obstacles to arbitrage each block the step from explanation to instruction independently, so removing two still leaves the boundary standing.
Try it out

Name one of the three independent reasons a phase name is not a signal.

What does the decision log record about any of this?

Nothing, and that is worth saying plainly because it is the kind of gap a reader fills in without noticing. The Palash decision log is an invented record of 240 decisions taken by 60 investors over eight quarters: 96 buys, 84 sells, 36 switches and 24 pauses of a standing instruction, summing to 240. The log has no quarter by quarter breakdown. The Palash 100 is a separate invented record of nine index readings. There is no shared column between the two, so not one of those 240 decisions can be placed anywhere on the path drawn above.

The same discipline applies to the individual case. Meera Sundaram, the invented investor in this record, holds four positions that cost Rs 13,00,000/- in total and were valued at Rs 12,46,000/- when the eight quarter valuation was struck. The valuation belongs to her holding. The valuation is not a reading on the Palash 100, it cannot be converted into one, and the fact that both records happen to cover eight quarters joins them not at all.

Two invented records that cannot be joined. THE PALASH DECISION LOG 240 decisions 60 investors, eight quarters 96 buys 84 sells 36 switches 24 pauses no quarter by quarter split THE PALASH 100 nine readings in all the open plus eight quarter ends 100.0 at the open 131.0 highest, 104.0 lowest 127.0 at Q8 no decisions attached no names, no holdings NO SHARED COLUMN Both records are invented. Eight quarters each is a coincidence of construction, not a join.
The decision log and the index share no linking column, so no logged decision can be placed anywhere on the eight quarter path.
Try it out

What does the Palash decision log record about the index path?

How does somebody use phase language without turning it into a call?

Devika Rao, the adviser at the invented Palash Advisory Services Private Limited, meets these three words in almost every conversation, usually in the form of a question that has already answered itself. The useful move is not to ban the vocabulary but to make the tense explicit. When somebody says the market is in a panic, the reply that does real work is to ask which later reading fixed the peak they are measuring from. If the answer is that there is not one yet, the sentence is a mood and not a description.

For a person deciding alone, with no adviser and no committee, the same handle works and is easier to apply than it sounds. Write down, before reading any commentary, what the last reading on the chart is and what would have to happen after it for the phase name to be completable. If completing the name requires a reading that has not arrived, then the decision about to be taken rests on a story rather than on the record, and knowing that changes nothing about the decision except that the basis of it is now clear. A clear basis is a small thing to gain, and it is the only thing the check honestly offers.

The handle can be written down, and it is short enough to fit on the back of a statement.

The same four line check, filled in one quarter apart. WHAT THE CHECK ASKS STANDING AT Q4 STANDING AT Q5 the last reading plotted Q4, 104.0 Q5, 116.0 the name I want to use capitulation capitulation the reading that would close it Q5, not yet arrived Q5, 116.0, arrived so what I am holding is a story a description One reading arrived, and the same check changed its answer. Nothing else about the path changed.
The same written check returns a story at Q4 and a description at Q5, and only one reading arrived in between.

The professional version carries one extra duty. An adviser describing a phase to a client is making a communication about a market, and how such communications may be framed is a matter of conduct requirements rather than of craft. Anybody writing them names the applicable requirement and confirms it at source.

Where the conduct duty comes from

Requirements on how a registered intermediary may describe markets and past performance to clients are set by the Securities and Exchange Board of India and published at sebi.gov.in. The current text must be confirmed at source before it is relied on.

Why the three phases form has a mechanism of its own, set out under speculative bubbles. The measurement of sentiment is set out under investor sentiment. Whether prices generally reflect available information is set out under market efficiency, and the work of Eugene Fama in the Journal of Finance in 1970 opens that subject. No reading exists after Q8, so the index has no later reading to describe, and inventing one to fill the gap would be the exact error set out above.

Sources

SourceDocumentSite
Hyman MinskyThe Financial Instability Hypothesis, 1977ssrn.com
Charles KindlebergerManias, Panics and Crashes, 1978cited to the book itself
Andrei Shleifer and Robert VishnyThe Limits of Arbitrage, Journal of Finance, 1997nber.org
Eugene FamaEfficient Capital Markets, Journal of Finance, 1970ssrn.com
Securities and Exchange Board of Indiaconduct requirements applying to registered intermediaries communicating with clientssebi.gov.in

Meera Sundaram, Devika Rao, Palash Advisory Services Private Limited, the Palash decision log and the Palash 100 index are invented.
Educational material. Not advice on any investment, tax, budget or market position.

Next →
Fin Maverick Micro CoursesExplore Micro Courses
Fin Maverick BootcampsExplore Bootcamps
Fin Maverick

Finance education that ends in a job, not a certificate that gathers dust. Built for young India.

LEARN
CalculatorsFrameworksComparisonsCareersShowdown
RESOURCES
All CoursesMicro CoursesBootcampsInternships
COMPANY
AboutJob openingPartnership
LEGAL
Privacy PolicyTerms & ConditionsContent LicenseReturn & Refund Policy
© 2026 FIN MAVERICK / BUILT FOR INDIA.DO FINANCE, DO NOT JUST READ ABOUT IT.