Fractal markets hypothesis and Inversion: Difference between pages
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1. | |||
A term used in foreign exchange rate quotation. | |||
'''Example''' | |||
Consider the historical FX quote: | |||
1 GBP = USD 1.4598 - 1.4602. | |||
The base currency is GBP. | |||
This is the currency there is a single unit of, to be exchanged for a variable number of USD. | |||
== | The inversion of this FX quote means expressing the same price, but with the other currency as the base currency (USD here): | ||
1 USD = GBP ( 1 / 1.4602 ) - ( 1 / 1.4598 ) | |||
1 USD = GBP 0.6848 - 0.6850. | |||
In the inverted FX quote, USD is the currency there is a single unit of (to be exchanged for a variable number of GBP). | |||
2. | |||
In any market, the reversal of a normal - or commonly expected - relationship. | |||
For example the situation of an Inverse yield curve, where longer maturities of funds are trading at LOWER yields than shorter-dated maturities (being the opposite of the normally expected upward-sloping relationship). | |||
* | == See also == | ||
* [[Base currency]] | |||
* [[Foreign exchange]] | |||
* [[Inverse quote]] | |||
* [[Inverse yield curve]] | |||
[[Category: | [[Category:Manage_risks]] | ||
Revision as of 16:02, 16 March 2015
1.
A term used in foreign exchange rate quotation.
Example
Consider the historical FX quote:
1 GBP = USD 1.4598 - 1.4602.
The base currency is GBP.
This is the currency there is a single unit of, to be exchanged for a variable number of USD.
The inversion of this FX quote means expressing the same price, but with the other currency as the base currency (USD here):
1 USD = GBP ( 1 / 1.4602 ) - ( 1 / 1.4598 )
1 USD = GBP 0.6848 - 0.6850.
In the inverted FX quote, USD is the currency there is a single unit of (to be exchanged for a variable number of GBP).
2.
In any market, the reversal of a normal - or commonly expected - relationship.
For example the situation of an Inverse yield curve, where longer maturities of funds are trading at LOWER yields than shorter-dated maturities (being the opposite of the normally expected upward-sloping relationship).