Riken Mehta
Moneycontrol.com
Unlike on previous occasions in the last four years, the sharp depreciation in the rupee since January this year has not been accompanied by huge foreign fund outflows.
Foreign investors usually sell Indian shares whenever the rupee weakens as the value of their portfolio declines. This then sets off a vicious cycle as FII selling weakens stock prices and could trigger more pre-emptive selling by other foreign funds, which adds to the pressure on the rupee and then sets off the same cycle again.
So why are FIIs not selling shares heavily this time?
One explanation is that most short term players have already got out and the funds which invested in January and February are long term players. The other explanation, conspiracy theory if you may call it, is that a big chunk of black money stashed abroad would have come back to India for good.
Time Frame: Jan 2008 to May 2012
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)
Moneycontrol.com
Unlike on previous occasions in the last four years, the sharp depreciation in the rupee since January this year has not been accompanied by huge foreign fund outflows.
Foreign investors usually sell Indian shares whenever the rupee weakens as the value of their portfolio declines. This then sets off a vicious cycle as FII selling weakens stock prices and could trigger more pre-emptive selling by other foreign funds, which adds to the pressure on the rupee and then sets off the same cycle again.
So why are FIIs not selling shares heavily this time?
One explanation is that most short term players have already got out and the funds which invested in January and February are long term players. The other explanation, conspiracy theory if you may call it, is that a big chunk of black money stashed abroad would have come back to India for good.
Time Frame: Jan 2008 to May 2012
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