Top 6 stocks showing substantial decline in FII holdings
The inflow of foreign investor funds is crucial for the growth of the Indian equity market. India is one of the most coveted investment destination for Foreign Institutional Investors (FIIs).
In May 2019, FIIs invested a whopping US$ 147.88 million shares. However, the same is not true for all Indian companies.
The stocks that exhibited the most decline in FII holdings over the last four quarters include:
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)
This could be attributable to the uncertain environment for emerging market assets, which is being escalated further on account of the US-China trade tension. Most FIIs are withdrawing from EM funds. Since India constitutes 9 per cent of the EM Index, the shares in that space are being sold.
However, with the uncertainty around elections now out of the way and a stable government in place, FIIs may be inclined to invest more in Indian equities.