Contingent claim valuation
Also written Contingent claim approach · Real options valuation · Embedded real options · Contingent claim valuation approach
A business valuation approach that puts an option pricing model inside a cash flow based valuation, so that the real options embedded in a business are given a value instead of being ignored.
In plain language
A discounted cash flow model values one future. It takes a forecast and discounts it.
But a business usually holds choices it has not made yet. It may build a second plant if demand grows. It may abandon a project if demand does not. It may wait a year before launching. Those choices have value, and a single forecast misses all of it.
The workbook calls such a choice an embedded real option. Contingent claim valuation is the approach that prices it: it uses option pricing models inside a cash flow based valuation, so the choice is valued rather than assumed away.
The name says the same thing. The extra value is contingent — it depends on what happens next.
This matters most for the companies a Category I or II AIF backs. A young company is often worth far more for what it may do than for what it is doing now.
How it works
The workbook's definition (Chapter 11, section 11.4). In the business valuation chart, under Other Approaches: contingent claim valuation uses option pricing models in cash flow based valuation to factor in embedded real options.
That is all XIX-D says about it. The workbook names no option pricing model for this approach, gives no formula, works no illustration and carries no figure. A candidate who writes a Black-Scholes calculation for this approach is going beyond this paper.
Where it sits among the five approaches. Section 11.4 sets out three families and five approaches, and then says the ones mainly used are the earnings approach based on DCF (the income approach), relative valuation based on earnings multiples (the market approach) and the asset based approach (the cost approach). Contingent claim valuation and the economic profit approach are the two listed but outside that trio.
Why the mainly used approaches miss an embedded option.
| Approach | What section 11.4 says about its weakness |
|---|---|
| Income or earnings (DCF) | It often scores over the other methods, because the cost approach ignores critical drivers of value — but it has several judgemental factors and assumptions, which make it quite subjective |
| Relative valuation | Requires comparing an apple to an apple; where business models are unique or comparable data is unavailable, it may not be appropriate |
| Asset based | Value is the net asset value per share; it takes no account of any future value attributable to the business |
An embedded real option is entirely future value, and it is exactly what makes a business model unique. So all three of the usual approaches under-state it.
A separate mention of option pricing, which the workbook does not join to this approach. Section 11.8.3 lists the seven most widely used IPEV methods for valuing a portfolio company. The second — early-stage companies — says seed, start-up and early-stage investments are typically valued using a milestone approach or scenario analysis, because it is difficult to gauge the probability and financial impact of success or failure of development or research activity and to make reliable cash flow forecasts. It adds that the option pricing method (OPM) is also used sometimes: a forward-looking method that considers the current equity value and then allocates that value across the various classes of equity, assuming a continuous distribution of outcomes rather than distinct future scenarios.
Read that carefully. OPM allocates an already-determined equity value between share classes. Contingent claim valuation values an embedded operating choice inside a cash flow model. Both involve option mathematics, and XIX-D nowhere says they are the same thing. Keep them apart.
A worked example
Illustrative. Section 11.4 gives no worked example and no figure for this approach, so every number below is an assumption. It is shown only to make the shape of the problem visible.
Suvarna Biosciences is a Category II AIF portfolio company. It has one approved product on the market and one molecule in trial.
Step 1 — the cash flow based value of what exists. Free cash flow of Rs 18 crore a year for 8 years, discounted at 16%, gives a present value of about Rs 78 crore. That is the whole of a plain income-approach answer.
Step 2 — the choice the forecast leaves out. The company holds a right, not an obligation. If the trial reads out well it can spend Rs 40 crore on a plant and enter a second market. If it reads out badly it spends nothing and walks away. The downside is capped at zero because the spend is optional — and that asymmetry is what an option is.
| Outcome | Assumed chance | Value of the second market, net of the Rs 40 crore spend |
|---|---|---|
| Trial succeeds | 30% | Rs 150 crore − Rs 40 crore = Rs 110 crore |
| Trial fails | 70% | Nil — the company does not build |
On these assumptions the choice is worth 0.30 × Rs 110 crore = Rs 33 crore, and none of it appears in the Rs 78 crore.
Step 3 — what a contingent claim valuation would do differently. It would price that choice with an option pricing model rather than with a two-outcome table, and add the result to the cash flow based value. The table above is closer to the scenario analysis that section 11.8.3 describes for early-stage companies than to an option pricing model, and XIX-D does not supply the model. So use the table to see why the approach exists, and do not present it as the approach itself.
Step 4 — the point, in one line. Rs 78 crore is not the answer when a real option is sitting inside the business. Whether the right answer is Rs 111 crore, or something an option model would put above or below it, XIX-D does not say.
Why NISM asks about it
Chapter 11, section 11.4 (Approaches to Business Valuation), and nothing else. The chart is a one-mark recall question waiting to be asked: which approach uses option pricing models in cash flow based valuation to factor in embedded real options? Contingent claim valuation.
The paired question is the negative one. The workbook says the approaches mainly used are the income or DCF approach, relative valuation and the asset based approach — so contingent claim valuation and the economic profit approach are the two on the chart that fall outside it.
Section 11.8.3 is where the option pricing method appears, under early-stage companies in the IPEV list, alongside the milestone approach and scenario analysis. Because both passages involve option pricing, a question that names OPM is testing 11.8.3 and not 11.4.
Common exam traps
- Contingent claim valuation is not the option pricing method (OPM). OPM, in section 11.8.3, takes the current equity value and allocates it across classes of equity on a continuous distribution of outcomes. Contingent claim valuation puts an option model inside a cash flow valuation to value an embedded real option. XIX-D never equates them.
- No model, no formula, no figure. The workbook gives one sentence. If an answer option attaches Black-Scholes, a binomial tree or a volatility input to this approach, it is not from XIX-D — though Black-Scholes is taught in other NISM papers, so recognise the name without importing it here.
- A real option is not a traded option. It is a choice the business holds about its own operations — expand, delay, abandon — not a contract on a stock exchange. And it is not a residual put option either, which is a contractual exit right negotiated into a shareholders agreement.
- It belongs to the cash flow family, not the multiples family. The option pricing model goes inside a cash flow based valuation. It is not a market multiple.
- It is one of the five approaches on the chart but not one of the three mainly used. That is the discriminator between reading the chart and reading the paragraph under it.
- Scenario analysis and the milestone approach are the workbook's early-stage answers, in section 11.8.3, and they are not the same as an option pricing model. A probability-weighted table is scenario analysis.
- Asset based valuation cannot substitute. The workbook says it takes no account of any future value attributable to the business, and an embedded option is nothing but future value.
Where this is taught
Free preparation for NISM Series XIX-DRelated terms
- Discounted Cash FlowA valuation method that estimates the cash a business will generate in future years and converts each year back to what it is worth today.
- Black-Scholes modelA 1973 closed-form option pricing model using spot, strike, volatility, time to expiry and the risk-free rate; Indian exchanges use it for the theoretical price of exchange-traded currency options.
- IPEV GuidelinesThe international best-practice guidelines for valuing unlisted private equity and venture capital investments at fair value, setting out seven widely used methods for valuing a portfolio company.
- Cost approachValuing a business from its assets less its liabilities — by book value, by what it would cost to replace, or by what it would fetch if broken up and sold.
- Deal CompsRelative valuation using earnings based multiples — chiefly EV/EBITDA and EV/Sales — which the workbook also calls Transaction Comparables.
- Economic profit approachA business valuation approach in which value is the capital presently employed in the business plus the present value of the economic profit it is projected to earn in future.
- Market approachValuing a business from what the market pays for comparable businesses, using earnings and market multiples rather than the company's own projected cash flows.
- Price to Earnings multipleShare price divided by earnings per share — the workbook's most widely used market multiple, and a trading comp an AIF can apply to an unlisted company only through its listed peers.
- Residual put optionA put option that promoters agree to only as a fallback: the AIF cannot exercise it unless the company fails to list within an agreed time or the AIF cannot use the other exit routes.
- Trading CompsRelative valuation using multiples read off current market prices — principally the P/E ratio and the Price to Book Value ratio — as the workbook defines the term.