IES/DC/CIR- 5/00
December 11, 2000
To,
The Chief Executive Officer/President/
Managing Director of
Derivative Segment of NSE & BSE
and their Clearing House / Corporation.
Dear Sir,
Sub: Risk containment measures for Option on Indices.
This is in continuation of SEBI Circular No. IES/DC/CIR-4/99 dated July 28, 1999 wherein SEBI had laid down the risk containment measures for Exchange traded Index Futures Contracts.
SEBI has setup a ‘ Technical Group’ headed by Prof. J.R Varma to prescribe risk containment measures for new derivative products. The group has recommended the introduction of Exchange traded Options on Indices which is also in conformity with the sequence of introduction of derivative products recommended by Dr. L.C Gupta Committee.
The ‘Technical Group’ has recommended the risk containment measure for Exchange traded Options on Indices. While SEBI would not mandate any particular risk management product, the framework shall be consistent with the risk management guidelines mandated by the L. C. Gupta Committee. The Exchanges are free to decide whether they want to adopt any of the risk management models available globally or else may like to develop their own models for risk management.
The following are the risk containment measures to be adopted by the derivative exchange/segment and the Clearing House/Corporation for the trading and settlement of both Index Futures and Index Option Contracts:
The worst case loss of a portfolio would be calculated by valuing the
portfolio under several scenarios of changes in the index and changes in the
volatility of the index. The scenarios to be used for this purpose would be:
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The price range is defined to be three standard deviations as calculated for VaR purposes in the index futures market for the near month contract. The volatility range would be taken at 4% for an initial period of six months, after which it shall be reviewed.
While computing the worst scenario loss, it shall be assumed that the prices of futures of all maturities on the same underlying index move up or down by the same amount.
For the purpose of the calculation of option values the exchanges may use any of the following standard Option Pricing Models – Black-Scholes, Binomial, Merton, Adesi-Whaley.
The maximum loss under any of the scenario (considering only 35% of the loss in case of scenarios 15 and 16) is referred to in this circular as the Worst Scenario Loss. Subject to the additions and adjustments mentioned below, the Worst Scenario Loss is the margin requirement for the portfolio.
The Short Option Minimum Margin equal to 3% of the Notional Value of
all short index options shall be charged if sum of the Worst Scenario Loss and
the Calendar Spread Margin is lower than the Short Option Minimum Margin. In
this circular, Notional Value of option positions is calculated by applying
the last closing price of the index futures contract.
The Net Option Value shall be calculated as the current market value of
the option times the number of options (positive for long options and negative
for short options) in the portfolio. This Net Option Value shall be added to
the Liquid Net Worth of the clearing member. This means that the current
market value of short options will be deducted from the Liquid Net Worth and
the market value of long options will be added thereto. Thus market to market
gains and losses on option positions will get adjusted against the available
Liquid Net Worth. Since the options are premium style, mark to market gains
and losses will not be settled in cash for option positions.
For option positions, the premium shall be paid in by the buyers in
cash and paid out to the sellers in cash on T+1 day.
Until the buyer pays in the premium, the premium due shall be deducted
from the available Liquid Net Worth on a real time basis.
The mark to market gains/losses for index futures position shall
continue to be settled in Cash.
The existing position limits in the index futures market shall be
applicable to index options also on the basis of notional value.
(L.K SINGHVI)
SR. EXECUTIVE DIRECTOR