Money Market Funds Regulation and Money market: Difference between pages

From ACT Wiki
(Difference between pages)
Jump to navigationJump to search
imported>Doug Williamson
(Expand definition. Source: IMMFA https://www.immfa.org/assets/files/EU%20MMF%20reform-IMMFA%20investor%20pamphlet%20May%202018.pdf)
 
imported>Doug Williamson
(Standardise appearance of page)
 
Line 1: Line 1:
''Financial market regulation - European Union.''
Money markets trade short-term financial instruments, generally with a life up to one year.  


(MMF Regulation).  
Securities are generally quoted on the basis of a simple nominal annual interest rate (or yield) or a simple nominal annual discount rate.


Regulation (EU) 2017/1131 of the European Parliament and of the Council of 14 June 2017 on money market funds (MMFs).
Important short term interest conventions are:


It became mandatory for all funds from January 2019, and for new funds from July 2018.


1.


Under the Regulation there are three types of Short-term MMF:
For GBP yield instruments: Actual / 365 days.


* Public Debt CNAV
So Simple periodic interest = Quoted nominal annual rate x (Actual days) / 365.
* Low Volatility NAV (LVNAV)
* Variable NAV (VNAV)




There is just one type of Standard MMF:
'''Example 1'''
* Variable NAV (VNAV)


A 272 day sterling yield instrument quoted at 4% would pay periodic interest of:


Short-term MMFs are required to adhere to tighter investment rules than Standard MMFs.
= 4% x 272 / 365


= 2.9808% per 272 day period.


Short-term funds may be constantly or variably priced, depending on the fund category.


Only Public Debt CNAV and LVNAV funds are allowed to be constantly priced.


2.


Standard MMFs are always variably priced.
For EUR, USD and most other currencies yield instruments: Actual / 360 days.


So Simple periodic interest = Quoted nominal annual rate x [Actual days] / 360.


== See also ==
* [[Accumulating net asset value]]
* [[Constant net asset value]]
* [[European Union]]
* [[FAM]]
* [[Liquidity fee]]
* [[Liquidity fund]]
* [[LVNAV]]
* [[m]]
* [[mf]]
* [[Money market]]
* [[Money market fund]]
* [[Money market fund reform: a light at the end of the tunnel?]]
* [[Redemption gate]]
* [[Regulation]]
* [[Reverse distribution mechanism]]
* [[Variable net asset value]]
* [[Weighted Average Life]]
* [[Weighted average maturity]]


'''Example 2'''
A 272 day USD yield instrument quoted at 4% pays periodic interest of:


===Other links===
= 4% x 272 / 360
*[http://www.treasurers.org/ACTmedia/Fitch%20Question%20Responses%20MMFs.pdf MMF reform: how will it affect treasurers? Fitch-ACT]


*[http://www.treasurers.org/node/9362 Lesson from America, The Treasurer, September 2013]
= 3.0222% per 272 day period.


*[http://www.treasurers.org/node/8266 Credit matters, The Treasurer, October 2012]


*[http://www.treasurers.org/node/8103 Understanding MMF investments, The Treasurer, September 2012]
== See also ==
* [[Capital market]]
* [[Depo market]]
* [[International money market]]
* [[Market]]
* [[Money market fund]]
* [[Money market fund reform: a light at the end of the tunnel?]]
* [[Money market lines]]
* [[Nominal annual rate]]
* [[Simple interest]]
* [[Wholesale markets]]


[[Category:Accounting,_tax_and_regulation]]
[[Category:Long_term_funding]]
[[Category:The_business_context]]
[[Category:Cash_management]]
[[Category:Financial_products_and_markets]]
[[Category:Liquidity_management]]

Revision as of 11:45, 18 March 2015

Money markets trade short-term financial instruments, generally with a life up to one year.

Securities are generally quoted on the basis of a simple nominal annual interest rate (or yield) or a simple nominal annual discount rate.

Important short term interest conventions are:


1.

For GBP yield instruments: Actual / 365 days.

So Simple periodic interest = Quoted nominal annual rate x (Actual days) / 365.


Example 1

A 272 day sterling yield instrument quoted at 4% would pay periodic interest of:

= 4% x 272 / 365

= 2.9808% per 272 day period.


2.

For EUR, USD and most other currencies yield instruments: Actual / 360 days.

So Simple periodic interest = Quoted nominal annual rate x [Actual days] / 360.


Example 2

A 272 day USD yield instrument quoted at 4% pays periodic interest of:

= 4% x 272 / 360

= 3.0222% per 272 day period.


See also