What are FIIs and DIIs and how do they impact the stock market?
Ever wondered what FIIs and DIIs are and their significance in the Indian stock market?
Many of us may have heard in recent months about FIIs exiting the Indian stock market while DIIs were buying heavily. While in this month, we saw a strong FII inflow. Ever wondered what FIIs and DIIs are and what is their significance in the Indian stock market?
Firstly, let’s understand what FIIs and DIIs really are.
What are FIIs? Foreign Institutional Investors (FIIs), are entities that are registered outside India like foreign banks, foreign mutual funds, foreign governments, foreign insurance companies and foreign universities that are looking to invest their capital in financial markets of an emerging economy like India. FIIs are attracted to emerging economies like India because there is a lot of growth potential and better returns on their investments compared to a developed economy.
What are DIIs? Domestic Institutional Investors (DIIs) are entities within the country that receive capital through various resources and invest that large amount of money in the home country’s financial markets. Domestic entities include Indian banks, mutual funds, Indian government investments, insurance companies and other institutions. Since DIIs hold a larger huge amount of funds from a number of countries, they can create a greater impact on the growth of the companies they invest in.
How do FIIs and DIIs buying and selling affect the stock market?
The stock market is heavily driven by FIIs and DIIs, forming about 35 per cent activity of the Indian stock market. FIIs and DIIs promote liquidity in the market as they account for investing huge amounts of money that retail investors could not.
Tracking the FII and DII holdings may give you an idea to predict broader trends in the market. However, it is important to assess the reason behind their actions while making investment decisions based on their holdings.
When FIIs are significantly selling, the liquidity in the market is impacted. This can create a downward trend in the stock market. However, if the DIIs are correspondingly buying, the impact on the market can be reduced. Whereas, you can notice the uptrend in the market when FIIs are buying as the liquidity in the market is improved. An increase in FIIs can also help increase the country’s forex reserves which enable the RBI to implement monetary operations and reduce the trade deficits in the economy. While FIIs can create a huge impact on the market, DIIs are the ones who are can rescue by pumping funds into the economy and reduce the severity of the downtrend.
Since the beginning of 2022, FIIs have sold stocks worth nearly Rs 2 lakh crore. This was the result of certain macroeconomic events that led FIIs to exit the Indian market. While FIIs selling could not be the only reason for the volatility we have observed in the market for a couple of months, it has surely impacted the Indian indices to a great extent.
However, there has been a strong FII inflow since the beginning of November lifting the Nifty index beyond 18000 in just 10 days. From November 1 to date (November 17), net FII purchases stood at Rs 13590.14 crore, whereas DIIs have sold stocks worth Rs 4260.35 crore.
Below is the graph showing the relationship between Net FIIs and DIIs with the Nifty 50 Index:
![FII DII Nifty FII DII Nifty](data:image/png;base64,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)
Looking at the graph, we can conclude how FIIs and DIIs affect the market. When there is an inflow of institutional funds, the market tends to be in the uptrend. On the other hand, declining of the index can be a result of the outflow of funds.