Low-float stocks and returns - Deep dive into what led to stock market rallies in 2024
This article is authored by Sonam Srivastava, founder and CEO of Wright Research.
In 2023, the Indian equity market demonstrated notable growth, surpassing most of its global counterparts. This surge was primarily led by companies with low float stocks and those capitalising on government expenditures, which significantly outpaced the major indices. Stock markets have also exhibited a pattern of marginal new highs followed by periods of consolidation; a trend observed particularly in the last couple of months till January 2024.
There was an unusual rally of 14 per cent during November and December, a rare occurrence post the global financial crisis. This was mainly fueled by anticipations around the Federal Market Committee's policy pivot and political developments following the BJP's significant electoral wins.
With market segments moving rapidly, high liquidity levels have pushed prices to new highs, instilling a fear of missing out (FOMO) among investors. This environment has made comprehensive research increasingly challenging and costly, prompting investors to make hurried decisions often based on insufficient or absent research. This trend, emblematic of a bull market, risks populating investor portfolios with lower-quality stocks, a misstep that could prove costly when the market eventually shifts.
Overview of Indian stock markets in FY24
The stock market rallies of 2023-24, which occurred on a relatively high base, have now led to a shift in market dynamics, with debt markets adjusting to a "higher for longer" interest rate environment.
In the last one year, the largest 100 companies showed the least returns, with smaller companies showing higher returns, especially within the 400-500 market cap bucket showcasing the highest returns over the period. Out of 367 companies whose share prices have more than doubled, 80 per cent fell into the Small-Cap category. This surge is not merely a reflection of market speculation but is substantiated by a continuous influx of domestic capital, a trend that gained momentum post-Covid without experiencing a substantial drawdown.
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)
A critical factor driving this growth is the relationship between a company's free float market capitalisation and its stock returns. Data shows a clear pattern: the lower the free float, the higher the stock returns, with a significant number of companies doubling their share price in the last nine months.
This phenomenon is largely fueled by new investments, with retail investors and mutual funds predominantly owning small-cap stocks, leading to what can be described as a Nifty-like rally in the small-cap segment.
Despite the flat performance of the Nifty in January, the BSE 500 tells a different story. The 20 best-performing stocks were up by 35 per cent and the top performer by 74 per cent in just one month. The BSE-PSU index's rally of almost 60 per cent since November further underlined the market's bullish sentiment, till it wasn’t there. This broad-based rally suggested a market that has potentially reached an overvalued state, poised for a correction.
As we move forward to February and March 2024, we see that the corrections have started with small caps and mid caps facing the brunt of it along with PSU stocks. We also see the March effect playing out for several reasons such as tax loss harvesting.
The question on most investors' minds is what could trigger a market correction. Several factors serve as positive triggers, including political stability, benign interest rates, and historically low foreign institutional investor holdings. However, history has shown that markets often need only minor reasons to correct from unsustainable levels. Past events, such as the implementation of long-term capital gains tax and mutual fund realignments, have triggered significant market adjustments.
Indian stock market valuations at all-time high…?
When we look at the valuation across large, mid, and small-cap segments from December 2014 to February 2024, it has varied but we see a trend:
- Large-Cap valuations appear to have been more stable over the years
- While mid and small-cap companies have experienced more volatility in their valuations
As of February 2024, Mid-Caps seem to have the highest valuation, followed by small and large caps. Now this highlights an atypical valuation trend - usually large-caps have the highest valuation, followed by mid-caps, small-caps, and micro-caps. This could be an indicator of excesses in the market, suggesting a divergence from traditional valuation metrics which typically correlate company size with valuation.
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)
Looking at historical data, current valuation multiples mirror those observed during the 2017 market peak and are significantly higher than the 10-year average for non-large cap stocks.
Despite this, the gap between large-cap and small-cap stocks has narrowed, coinciding with an improvement in return on equity (ROE) and other financial metrics for the small-cap segment, likely aftermath of post-COVID recovery efforts in balance sheet, working capital, and cash flow improvements. So while, valuations are definitely high there seems to be enough growth in fundamentals for companies & the country to be able to justify it.
Let’s understand low-float and high-float stocks first
What are floating stocks?
Floating stocks represent the portion of a company's outstanding shares that can be traded by the public. Not all outstanding shares qualify as floating stocks; insider shares, which are restricted or held closely by company insiders, are excluded. This makes floating stocks a critical indicator for assessing a company's market position, offering insights into the stock's liquidity and volatility.
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)
The Significance of Low and High Stock Floats
Low Stock Float: This condition arises when there's a limited number of shares available for trading, often because insiders own a significant portion. Low float stocks may experience higher volatility due to the difficulty in finding buyers or sellers. This volatility can deter investors and indicate potential liquidity issues, making these stocks less attractive for short-term trading.
High Stock Float: In contrast, a high stock float suggests a larger volume of shares available for trading, leading to lower volatility thanks to the presence of more participants in the market. Stocks with high floats tend to offer better liquidity, making them more appealing to investors.
The impact of floating stocks on investors
For individual investors, especially those involved in mutual funds and ETFs or those focused on long-term investments, floating stocks might not have a direct impact. The primary concern for these investors should be the company's future prospects and performance. However, for direct stock investors & traders, the float becomes significantly more relevant due to its influence on stock volatility and liquidity. Investing in stocks with low floats can lead to challenges in selling at desired prices, whereas high float stocks may offer more stability and easier exit opportunities.
Inverse relationship of stock returns to their float levels
A significant portion of equity inflows had been directed towards these lower free float segments which have outperformed in the equity market in 2023-24. There was a notable drop in delivery value in October 2023 compared to September, with large-cap stocks remaining stable in their delivery volumes. This trend mirrored the mid-cap rally of 2017, which was followed by a notable decline in 2018.
Interestingly, there's been a noticeable inverse correlation between stock returns and their float levels, with valuation levels in the broader market (excluding large-cap stocks) reaching peaks not seen since previous market highs. This consensus is widely acknowledged across the financial community, including warnings from the Association of Mutual Funds in India (AMFI), economists, and fund managers, raising the question of whether it's time for investors to exit or adjust their strategies.
Let’s look at the 6 month returns across different groups of stocks: low-float PSUs, all PSUs, non-low-float PSUs, low-float non-PSUs, all non-PSUs, and non-low-float non-PSUs. The standout performers are the low-float PSUs, which have the highest average returns, significantly outperforming the other groups. Low float PSUs have seen extraordinary growth of 110.7 per cent, which is significantly higher than their non-low float counterparts at 35.7 per cent. This trend continues from a longer two-year perspective, with low float PSUs surging 254.2 per cent, more than double the performance of non-low float non-PSUs.
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)
The earnings growth for PSUs does not entirely align with their returns, indicating that the market returns for PSUs are outpacing fundamental growth, pointing towards an expansion in valuation multiples rather than solely earnings-driven growth. This aligns with the broader market observation that low-float stocks have seen substantial gains, possibly due to increased speculative trading in these stocks or a perceived undervaluation relative to their fundamentals.
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)
The sharp rise in valuation multiples, particularly for low-float PSUs, is notable. With price-to-earnings (PEx) ratios increasing by 2.8 times and price-to-book (PBx) ratios by 4.4 times, there's clear market enthusiasm for these stocks, which now surpass valuation multiples seen in the FY02-08 bull market.
Let’s compare the value of low float non-PSUs, non-low float non-PSUs, non-low float PSUs, and low float PSUs to their respective sectors. Here, low-float non-PSUs show the highest value relative to their sector while low-float PSUs have the lowest value relative to their sector. This could be a result of the same speculative trading or over-enthusiasm by investors expecting higher growth or returns.
Longer-term outlook on Indian stock markets
So, has the valuation for Indian stock markets peaked? Last month's equity fund inflows of Rs 22,000 crore have contributed to pushing market indices to new peaks. This growth is not just due to the influx of funds; it reflects broader economic health. Valuations, while above average, have not reached the peak levels of the 2000s, 2007 or 2018.
The fundamentals of Indian companies match their market valuations, with a significant compounded annual profit growth of 15-20 per cent. The ratio of profit growth to GDP is robust at 4.9%, indicating a healthy correlation between corporate performance and the overall economy. Additionally, the banking sector shows marked improvement, having substantially provisioned for non-performing assets (NPAs).
The current market condition could be described as a 'Goldilocks' scenario: domestic & foreign bullish investment flows, investor sentiment barring the recent corrections are largely positive, strong fundamentals, and valuations are somewhat high but justified by the profit margins. This alignment of positive indicators is a rare and favourable situation for the market.
What should investors do in current high-valuation markets?
Investors should adhere to their asset allocation strategies that align with their risk appetites, instead of following short-term market momentum or mimicking others' investment decisions. It's important to invest with a long-term perspective especially when you are investing in direct equity markets. And on a longer-term horizon, your outlook on Indian markets becomes important, and whether markets have already priced it in their valuations.
Concerning potential bubbles in small and mid-cap investments, while it may be premature to label the situation as a bubble, caution is warranted. The disparity between fair value and market prices is not excessively wide currently, but investors should be particularly careful with stocks that have limited free float, as they are more vulnerable to price swings due to low liquidity. And we have seen this happen with the PSU rally and now the PSU corrections.
Regulatory bodies like SEBI and AMFI have already issued guidelines to protect investors in small and mid-caps mutual funds, signalling the need for prudence in these segments. The advice is to set realistic return expectations and avoid short-term horizons.
Instead of lump-sum investments, systematic investment plans (SIPs) are recommended to mitigate risks and potentially yield better long-term results. This approach aims to temper investor enthusiasm and encourage commitment to a full investment cycle for more favourable outcomes.
Disclaimer: The opinions expressed above are personal and may not reflect the views of DSIJ.