The Reserve Bank of India (RBI) has got itself in a jam and it will be interesting to see how it gets out of it. While the rupee has fallen 346 paise against the dollar since RBI began its latest round of liquidity squeezing on July 15, the RBI and finance ministry’s view has been that speculation, not just the rupee’s fundamentals, is worsening the collapse—many other currencies have fallen against the dollar. Since a part of the speculation takes place in currency forward markets, RBI and Sebi have been trying to curb trading in currency derivatives since early July. On July 8, RBI prevented banks from taking proprietary positions in currency exchanges, they were allowed to do so only on behalf of clients. A day later, Sebi followed up with raising margin requirements on such trades to 100%, implying they had to be fully financed. Open positions were also curtailed and, between then and now, volumes on NSE have more than halved. The problem, however, as was pointed out even then, global non-deliverable forward (NDF) markets across the globe are several times larger—NDFs are settled in currencies like dollars and pounds since onshore Indians can’t participate in these markets. Between the opaque OTC markets in India and NDFs, the daily volumes are estimated to be in the order of $50 billion as compared to around $5 billion in local derivatives markets.
While the position of top RBI officials has been that, once local futures markets move in a certain direction, the NDF markets will automatically follow, RBI’s latest report suggests quite the opposite. A box in the annual report, on the relationship between exchange rate volatility and futures trading in India, talks of how such trading has increased nearly 100 times over the past 5 years, from R260 crore in September 2008 to R23,440 crore in June 2013. The box talks of how Granger causality runs from speculation (trading) to exchange rate volatility—economists, however, warn that the Granger test is not a foolproof method of causality when the true relationship involves, as it always does, three or more variables. What