Rs 2.30 Crore with Just Rs 10,000 SIP: This is India's Largest Value Mutual Fund by ICICI Prudential AMC, Holding 26% of Total AUM in Value Category
ICICI Prudential Value Discovery Fund, by Closing Assets Under Management (AUM), has successfully completed 20 years.
The largest value fund in India, ICICI Prudential Value Discovery Fund, by Closing Assets Under Management (AUM), has successfully completed 20 years. The Scheme has a Closing AUM of Rs 48,805.97 crores which accounts for nearly 25.9 per cent of the total AUM in the value category. This indicates significant investor trust of value investors in the scheme. Data as on July 31, 2024. (Source: Value Research)
The scheme follows a value investment style by investing in a diversified portfolio of stocks that have attractive valuations but are trading less than their intrinsic values.
A lump sum investment of Rs 10 lakh at the time of inception (August 16, 2004), as of July 31, 2024, would be worth approximately Rs 4.56 crore i.e. a CAGR of 21.09 per cent. A similar investment in Nifty 50 would have yielded a CAGR of 16.2% at approximately Rs 2 crore.
Speaking on the occasion of 20 years’ completion, Nimesh Shah, MD & CEO of ICICI Prudential AMC Ltd says, “It’s important to recognize that value investing requires patience, as it can take time for the full benefits to materialize. The journey of the ICICI Prudential Value Discovery Fund has demonstrated that the value investing approach is effective in the Indian market as well. We take pride in the fact that the Scheme has consistently helped patient investors achieve long-term wealth.”
S Naren, ED & CIO, ICICI Prudential AMC Ltd, remarked and shared his thoughts “When ICICI Prudential Mutual Fund launched its Value Discovery Fund in 2004, there were doubts about whether value investing could thrive in a growth market like India. However, our conviction was rooted in the belief that value investing, which had proven successful in other growth economies like the USA, would find its place here as well.”
He further adds “Over the past two decades, the performance of ICICI Prudential Value Discovery Fund has demonstrated that value investing can indeed work in a growth market like India. While there have been phases of underperformance—such as between May 2006 to February 2009, and again from 2016 to 2018—the long-term results underscore the enduring strength of value investing. We remain confident that, despite these intermittent phases, the long-term prospects of Value Investing are strong.
We believe that the ICICI Prudential Value Discovery Fund is a good investment option for long-term investors in India, particularly through the Systematic Investment Plan (SIP) route. Furthermore, during periods of underperformance, we see opportunities for aggressive long-term investments through lump sum contributions. The journey of value investing in India is one of patience and conviction, and we are confident that the future will continue to reflect this.”
With value investing being suited for long-term investing, SIP emerges as a good investment pathway. In terms of SIP performance, a monthly investment of Rs 10,000 via SIP since the inception, which would amount to a total investment of Rs 24 lakh, would have grown to Rs 2.30 crore as of July 31, 2024 i.e. a CAGR of 19.41 per cent. A similar investment in Nifty 50 TRI would have yielded a CAGR of 14.21 per cent.
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)
Data as on July 31, 2024.The returns are calculated by XIRR approach assuming investment of Rs 10,000/- on the 1st working day of every month. XIRR helps in calculating return on investments given an initial and final value and a series of cash inflows and outflows with the correct allowance for the time impact of the transactions.
Disclaimer: The article is for informational purposes only and not investment advice.