Equity derivative: Difference between revisions
Jump to navigation
Jump to search
Amwelladmin (talk | contribs) No edit summary |
Amwelladmin (talk | contribs) No edit summary |
||
| (8 intermediate revisions by the same user not shown) | |||
| Line 1: | Line 1: | ||
{{anat|eqderiv}} | {{anat|eqderiv|{{Eqderiv short TOC}}}}Step this way into the world of [[synthetic equity swap]]s, [[contract for differences]], and all the manifold and beautiful ways uyou can take on, or lay off, exposure to a [[share]] or a [[Basket - Equity Derivatives Provision|basket]] without actually ''buying'' it. An [[equity derivative]] is a contract that ''references'' the performance of shares and share indices. They are most usually documented under {{eqdefs}}, so the place you should immediately visit is the [[JC]]’s [[Equity Derivatives Anatomy]]. | ||
An equity derivative is a | |||
[[ | “High [[delta]]” [[equity derivatives]] that replicate, one-for-one, the economic effect of cash [[equities]] trading are often called “[[synthetic equity swaps]]” or “[[synthetic prime brokerage]]”. | ||
The starting assumption is that the underlying share already exists in the market: equity derivatives are a creature of the ''[[secondary market]]''. So there’s not a lot of chat here about initial public offerings, subscription agreements and all that sort of thing. So the sorts of rights an initial subscriber might have (the {{eqderivprov|Hedging Party}}) won’t automatically translate through to the holder of a synthetic exposure under an [[equity derivative]]. | |||
====Types of equity derivative==== | ====Types of [[equity derivative]]==== | ||
*[[Equity swap]] contracts, which are generally [[total return swap]]s and related [[index swap]] contracts | *[[Equity swap]] contracts, which are generally [[total return swap]]s and related [[index swap]] contracts | ||
*{{eqderivprov|Option}} contracts | *{{eqderivprov|Option}} contracts | ||
*{{eqderivprov|Forward}} contracts | *{{eqderivprov|Forward}} contracts | ||
*[[Synthetic prime brokerage]]: [[delta-one]] exposure; a swap version of pure share brokerage. | |||
====Features==== | ====Features==== | ||
Equity derivatives | Equity derivatives reference the performance of the [[underlier]] over the term of the Transaction: The “{{eqderivprov|Final Price}}”) is divided by the “{{eqderivprov|Strike Price}}” (also known as “{{eqderivprov|Initial Price}}”) to yield a percentage. | ||
*'''{{eqderivprov|Strike Price}}''': | *A percentage of greater than 100% implies a ''positive'' return during {{eqderivprov|Transaction}}. | ||
*'''{{eqderivprov|Settlement Price}}''': | *A percentage of less than 100% implies a ''negative'' return. You’re [[out-of-the-money]], soldier. | ||
===Key concepts=== | |||
*'''{{eqderivprov|Strike Price}}''': the market price of the underlier at the {{eqderivprov|Trade Date}}; | |||
*'''{{eqderivprov|Settlement Price}}''': the market price of the underlier at the {{eqderivprov|Termination Date}}; | |||
*'''[[Barrier]]s''': above or below which the trade may knock in, knock out, or the settlement formula may adjust; | *'''[[Barrier]]s''': above or below which the trade may knock in, knock out, or the settlement formula may adjust; | ||
*'''{{eqderivprov|Valuation}}''': on the Settlement Date, the | *'''{{eqderivprov|Valuation}}''': on the {{eqderivprov|Settlement Date}}, the Settlement Price will be determined by reference to one or more {{eqderivprov|Valuation Date}}s, (if more than one, {{eqderivprov|Averaging}} may apply). | ||
====Market and Hedging disruption==== | ====Market and Hedging disruption==== | ||
| Line 22: | Line 26: | ||
*'''{{eqderivprov|Hedging Disruption}}''': where the market is finctioning, but for some reason there are impediments to efficiently or legally hedging an exposure under an equity derivative. | *'''{{eqderivprov|Hedging Disruption}}''': where the market is finctioning, but for some reason there are impediments to efficiently or legally hedging an exposure under an equity derivative. | ||
{{ | {{sa}} | ||
*[[Contract for difference]] | *[[Contract for difference]] | ||
*[[Synthetic prime brokerage]] | *[[Synthetic prime brokerage]] | ||
*[[Prime brokerage transactions]] | |||
Latest revision as of 14:48, 7 November 2021
Step this way into the world of synthetic equity swaps, contract for differences, and all the manifold and beautiful ways uyou can take on, or lay off, exposure to a share or a basket without actually buying it. An equity derivative is a contract that references the performance of shares and share indices. They are most usually documented under 2002 ISDA Equity Derivatives Definitions, so the place you should immediately visit is the JC’s Equity Derivatives Anatomy.
“High delta” equity derivatives that replicate, one-for-one, the economic effect of cash equities trading are often called “synthetic equity swaps” or “synthetic prime brokerage”.
The starting assumption is that the underlying share already exists in the market: equity derivatives are a creature of the secondary market. So there’s not a lot of chat here about initial public offerings, subscription agreements and all that sort of thing. So the sorts of rights an initial subscriber might have (the Hedging Party) won’t automatically translate through to the holder of a synthetic exposure under an equity derivative.
Types of equity derivative
- Equity swap contracts, which are generally total return swaps and related index swap contracts
- Option contracts
- Forward contracts
- Synthetic prime brokerage: delta-one exposure; a swap version of pure share brokerage.
Features
Equity derivatives reference the performance of the underlier over the term of the Transaction: The “Final Price”) is divided by the “Strike Price” (also known as “Initial Price”) to yield a percentage.
- A percentage of greater than 100% implies a positive return during Transaction.
- A percentage of less than 100% implies a negative return. You’re out-of-the-money, soldier.
Key concepts
- Strike Price: the market price of the underlier at the Trade Date;
- Settlement Price: the market price of the underlier at the Termination Date;
- Barriers: above or below which the trade may knock in, knock out, or the settlement formula may adjust;
- Valuation: on the Settlement Date, the Settlement Price will be determined by reference to one or more Valuation Dates, (if more than one, Averaging may apply).
Market and Hedging disruption
- Market Disruption: Contingency plans need to be made for what to do where it is not possible to make a valuation on any day on which one might be required (these may occur periodically through the transaction, and may be daily).
- Hedging Disruption: where the market is finctioning, but for some reason there are impediments to efficiently or legally hedging an exposure under an equity derivative.