A deep dive into the future of small-cap investing
This article is authored by Pawan Bharaddia, Co-Founder of Equitree Capital
The markets have been abuzz with various media reports suggesting that Large-Cap companies are better poised in terms of valuations now than the small caps, primarily because of the run-up in Small-Cap companies.
The consensus seems to be that Nifty currently trades at 12-month forward P/E of ~ 19.6x which is below its 10-year average of 20.2x and marginally higher than its 5-year average of 19.1x. Likewise, Nifty Small Cap 250 index seems to be trading at 21.8x currently which is higher than its 5-year average of 18x.
In our opinion, the 5-year average may not be the right indicator of the valuation matrix to begin with as it includes the black swan event of Covid making the averages a bit erratic. Further, while one looks at the benchmark index as a lighthouse to get a sense of valuations, however, that itself has limitations due to the smaller representation of companies which could again present very erratic outcomes.
A nuanced analysis of valuations for a broad range of companies based on their market cap over a 10-year period is a better indicator of where we stand vis-à-vis current valuations.
The result is summarized here:
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It is interesting to note that the larger Small-Caps / Mid-Caps / Large-Caps (market cap with more than Rs 20,000 crore) are trading at 20-30 per cent premium to their 10-year averages! The Small Caps in the market cap range of Rs 200-5,000 crore is trading at a mere 7 per cent premium to its 10-year average PE multiple!! It is this genre where one can still continue to find enough and more opportunities.
It's worth highlighting that at Equitree, the median valuation of our portfolio is 14x FY25.
We have seen massive liquidity chasing stocks in certain pockets like SME, Larger small cap and mid-caps leading to exuberance in these pockets. Needless to say, this excess liquidity has gone into chasing the same stocks in which most of these funds / PMSs are already invested with little new additions. It is these stocks again where one has seen significant re-rating of companies driving the valuations to levels where future gains will be curtailed.
Recency bias seems to be setting in for outperformance of Small Caps:
This year, the Small Cap Index has risen by 62 per cent, significantly outshining the Nifty's 20 per cent gain. However, it's worth noting that such short-term gains often overshadow longer-term performance.
A closer look reveals that 57 per cent of Small Caps’ gains of the last three years came about in the previous year, and 94 per cent of the six-year returns accumulated in the last year alone, amounting to a modest 5-6 per cent annual return in the preceding five years.
Even with this year’s stellar performance, Small Caps have not surpassed the six-year returns of Large Caps, as illustrated below.
![A close-up of a number
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We believe that this underperformance observed cannot be rectified by a mere 1-2 years of outperforming trends. Despite volatility, we foresee the Small Caps outperforming in the next 2-3 years as part of a mean reversion over a decade, ultimately leading to their long-term outperformance.
Correction is inevitable – one MUST use the opportunity to build up a long-term portfolio
2024 is starting on the backdrop of good returns. After these kinds of returns, it wouldn’t be out of context for the market to take a breather before it moves ahead, and this may call for a time correction and/or an absolute correction.
We believe that a 5-7 per cent correction in the headline indices is not out of context and with that small caps may also see a drawdown of around 20-25 per cent in the worst scenario. We believe that if such an opportunity arises, one should be ready to lap it up and build a portfolio of high-quality businesses to create wealth from a mid to long-term perspective.
Disclaimer: The opinions expressed above are personal and may not reflect the views of DSIJ.
DSIJ’s 'Tiny Treasure' service recommends researched small-cap stocks with Inherent Growth Potential. If this interests you, do download the service details here.