25 years: Derivatives trading & ETFs
In this video on this series, Gontran explains the pricing of futures and forwards, the repo adjustment and finally finishes by introducing the ISDA master agreement.
In this video on this series, Gontran explains the pricing of futures and forwards, the repo adjustment and finally finishes by introducing the ISDA master agreement.
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14 mins 22 secs
In this video, Gontran explains the pricing of futures and forwards, the repo adjustment and introduces the ISDA master agreement.
Key learning objectives:
Define Forward contracts
Define Repo
Outline the factors that determine the fair value of an asset
Understand how the Delta of forwards and futures is expressed
Define the ISDA master agreement
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An agreement, executed now, to buy a given asset at a certain price in the future.
So, if we take a look at a security such as a firm stock, when you purchase a stock on a forward basis. You pay the cash in one year and you receive the share in one year. So, between now and then, the cash will remain in your bank account, and the share will remain in the custodian account of your counterparty.
The seller can use that share and he or she will collect any stock lending fees during the period. More significantly, he or she will continue to receive and keep the dividends deducted by the firm throughout the same period. If the asset was a bond, the owner will keep the coupons issued by the issuer of the bond. You have the advantage of retaining the cash in your account and hence maintaining the interest that has been collected on it.
A slight adjustment of the fair value for the benefits incurred before settlement.
Repo comes from ‘repurchase rate’. A lending practice where you ‘sell and repurchase’ an asset and that pro generates cash in your bank account. Sales and repurchase rates are uncommon in the equity market, and they happen for cash generating or guaranteed stock lending purposes. When you want the asset to be physically present in your account.
The Delta of the Forward is expressed as:
Dforward = 1 + repo * T
While the delta of the futures is
DFutures = 1 + (R+repo) * T
An initial contract defining this general language, collateral procedures, and all the requirements necessary for both parties to follow and fulfil their agreements.
Forward contracts do not have standard definitions. Over the counter contracts are bespoke party-to-party contracts, which means that they might have agreements that differ from one another. So, to avoid the discrepancies and for everybody to speak the same language, professionals rely on a standardised base of definitions, expressions, language and procedures, which is defined by the ISDA, the International Swaps and Derivatives Association.
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