Thread: Money data type in PostgreSQL?
What do people recommend for storing money amounts? I've seen people use NUMERIC(18,3) and other use NUMERIC(18,4). Which one is more appropriate and why? This is considering various existing currencies, some having low rates (like IDR, in which you can have large amount up to hundreds of trillions) and some high rates (like USD, in which you can have small amount like 0.1 cent). Are there places/industries which involve values lower than 0.1 cent? And what about 'factor' field in currency conversion table? Should I use REAL, or DOUBLE PRECISION (do we need 15-16 digit precision?) or NUMERIC (exact numbers). The factor should range between 1E-3 (e.g. converting IDR to USD) to 1E4 (e.g. converting IDR to pounds/euros). -- dave
On Wed, 2003-12-03 at 07:02, David Garamond wrote: > What do people recommend for storing money amounts? I've seen people use > NUMERIC(18,3) and other use NUMERIC(18,4). Which one is more appropriate > and why? This is considering various existing currencies, some having > low rates (like IDR, in which you can have large amount up to hundreds > of trillions) and some high rates (like USD, in which you can have small > amount like 0.1 cent). Are there places/industries which involve values > lower than 0.1 cent? I think you should match the customer's data and use whatever precision is necessary for it. The needs of a small shop will not be the same as a currency trader's. You should not regard amounts in different currencies as equivalent. You cannot add Euros to dollars and get a meaningful figure; so they should not be in the same column. If you are handling multiple currencies, your database design needs to be a lot more sophisticated than having a single money column. > And what about 'factor' field in currency conversion table? Should I use > REAL, or DOUBLE PRECISION (do we need 15-16 digit precision?) or NUMERIC > (exact numbers). The factor should range between 1E-3 (e.g. converting > IDR to USD) to 1E4 (e.g. converting IDR to pounds/euros). You should only use NUMERIC for money; any kind of floating point representation will lose detail somewhere along the line. (I suppose you could use BIGINT for Japanese Yen.) -- Oliver Elphick Oliver.Elphick@lfix.co.uk Isle of Wight, UK http://www.lfix.co.uk/oliver GPG: 1024D/3E1D0C1C: CA12 09E0 E8D5 8870 5839 932A 614D 4C34 3E1D 0C1C ======================================== "What shall we then say to these things? If God be for us, who can be against us?" Romans 8:31
Oliver Elphick wrote: > > You should not regard amounts in different currencies as equivalent. > You cannot add Euros to dollars and get a meaningful figure; so they > should not be in the same column. I plan to store amount in a column (NUMERIC) and currency id in another (CHAR(3)). Plus another column for amount in 'standard' currency (e.g. USD; all addition/sum will be done to this column). > You should only use NUMERIC for money; any kind of floating point > representation will lose detail somewhere along the line. (I suppose > you could use BIGINT for Japanese Yen.) -- dave
Funny you mention IDR-- I happen to be in Jakarta at the moment. Obviously different customers have different requirements, but I always suggest trading performance for usefulness where necessary. Obviously, the scale will need to be in accordance with the needs of your customer (unlikey to need any for IDR; 2, 3, or more depending on industry for USD). I would also always suggest overshooting the precision by a few places to ensure that: 1) if there is another banking crisis, your app still performs 2) take into account future inflation 3) take into account future growth. Best WIshes, Chris Travers
David Garamond wrote: > I plan to store amount in a column (NUMERIC) and currency id in another > (CHAR(3)). Plus another column for amount in 'standard' currency (e.g. > USD; all addition/sum will be done to this column). If your system really is going to handle multiple, simultaneous currencies, beware of constant changes in the exchange rate between them. Probably you'll be better by never storing anything in a 'standard currency' column and doing instead all math on the fly, referring to a separate 'exchange_rates' table when needed (i.e. always :-). Of course, all of this has nothing to do with the technical solution but instead with the bussiness rules the application must follow, so they must be incorporated early at the spec level. In the end, probably an accountant will be the most qualified one to define these things. With regard to precision, it is common in certain applications the need to handle very small amounts, especially when used as factors of a larger calculation. I've even seen once some rates defined in hundredths of cents! hth cl.
"Claudio Lapidus" <clapidus@hotmail.com> writes: > With regard to precision, it is common in certain applications the need to > handle very small amounts, especially when used as factors of a larger > calculation. I've even seen once some rates defined in hundredths of cents! Normally there's nothing smaller than a tenth of a cent in US currency. It's called a "mill". (or "mil"? I forget.). Of course you have to multiply currency amounts by floating point numbers like interest rates or such, and that will produce strange numbers but they'll always be rounded off to at least mills and usually cents. You never actually debit or credit partial mills. At least that's how I was taught it was supposed to work. I'm sure someone somewhere isn't following it. -- greg
Martha Stewart called it a Good Thing when clapidus@hotmail.com ("Claudio Lapidus") wrote: > With regard to precision, it is common in certain applications the need to > handle very small amounts, especially when used as factors of a larger > calculation. I've even seen once some rates defined in hundredths of cents! Well, you don't need terribly much precision in the currency exchange rate if the amount being converted is small. You only need a couple significant digits to convert $0.24 USD to the appropriate amount in $CDN. But to get the pennies right on a $10,000 USD transaction converted into GBP (UK Pounds), you need all the official precision that there is. And if your calculation is off by 4 cents, some of those accounting folk are liable to thrash you mercilessly over it. If you get calculations WRONG, they get really uncomfortable, and want to know why. -- (reverse (concatenate 'string "ac.notelrac.teneerf" "@" "454aa")) http://www3.sympatico.ca/cbbrowne/linuxdistributions.html "Women who seek to be equal to men lack ambition. " -- Timothy Leary
Christopher Browne wrote: > But to get the pennies right on a $10,000 USD transaction converted > into GBP (UK Pounds), you need all the official precision that there > is. And if your calculation is off by 4 cents, some of those > accounting folk are liable to thrash you mercilessly over it. If you > get calculations WRONG, they get really uncomfortable, and want to > know why. What I have done is store the currency amounts as bigints, at the same precision defined for the currency (ie cents for dollars, pence for pounds, etc). This guarantees that you don't get any rounding errors when storing the figures as a floating point type. When manipulating the numbers, I use Java BigDecimals, which don't lose any precision either, and convert back to bigints to store in the database. YMMV. Regards, Graham --
Graham Leggett wrote: > Christopher Browne wrote: > >> But to get the pennies right on a $10,000 USD transaction converted >> into GBP (UK Pounds), you need all the official precision that there >> is. And if your calculation is off by 4 cents, some of those >> accounting folk are liable to thrash you mercilessly over it. If you >> get calculations WRONG, they get really uncomfortable, and want to >> know why. > > What I have done is store the currency amounts as bigints, at the same > precision defined for the currency (ie cents for dollars, pence for > pounds, etc). This guarantees that you don't get any rounding errors > when storing the figures as a floating point type. When manipulating the > numbers, I use Java BigDecimals, which don't lose any precision either, > and convert back to bigints to store in the database. You won't get any rounding errors in NUMERIC either. What people should be concerned of is to find an arbitrary precision package for the frontend programming language they're using. Jan -- #======================================================================# # It's easier to get forgiveness for being wrong than for being right. # # Let's break this rule - forgive me. # #================================================== JanWieck@Yahoo.com #
On Thu, 4 Dec 2003, Jan Wieck wrote: > Graham Leggett wrote: > > > Christopher Browne wrote: > > > > What I have done is store the currency amounts as bigints, at the same > > precision defined for the currency (ie cents for dollars, pence for > > pounds, etc). This guarantees that you don't get any rounding errors > > when storing the figures as a floating point type. When manipulating the > > numbers, I use Java BigDecimals, which don't lose any precision either, > > and convert back to bigints to store in the database. > > You won't get any rounding errors in NUMERIC either. What people should > be concerned of is to find an arbitrary precision package for the > frontend programming language they're using. > I agree, I use BigDecimal's in Java, and NUMERIC's in PostgreSQL, they seem like a perfect match. Floating point numbers are not suitable for money in my opinion.
Jan Wieck wrote: > You won't get any rounding errors in NUMERIC either. What people should > be concerned of is to find an arbitrary precision package for the > frontend programming language they're using. What is the definition of a numeric number? I understand (from studying numeric methods all those years ago) that the base 10 decimal number 0.1 cannot be stored exactly in base 2 floating point, thus my use of integers - is numeric an arbitrary precision concept? Regards, Graham --
It's probably in the documentation, but numeric is stored as a string of digits (or was it mibbles). In any case, if you wanted to list the weight of the earth to 20 decimal places, numeric is for you. If you like you can consider it integer arithmatic except the scaling is handled for you. The format is NUMERIC(x,y) where x is the total number of digits and y is the number of decimal places. There are rules about the results of multiplication and division and such. Hope this helps, On Fri, Dec 05, 2003 at 02:39:42PM +0200, Graham Leggett wrote: > Jan Wieck wrote: > > >You won't get any rounding errors in NUMERIC either. What people should > >be concerned of is to find an arbitrary precision package for the > >frontend programming language they're using. > > What is the definition of a numeric number? I understand (from studying > numeric methods all those years ago) that the base 10 decimal number 0.1 > cannot be stored exactly in base 2 floating point, thus my use of > integers - is numeric an arbitrary precision concept? > > Regards, > Graham > -- > > > ---------------------------(end of broadcast)--------------------------- > TIP 8: explain analyze is your friend -- Martijn van Oosterhout <kleptog@svana.org> http://svana.org/kleptog/ > "All that is needed for the forces of evil to triumph is for enough good > men to do nothing." - Edmond Burke > "The penalty good people pay for not being interested in politics is to be > governed by people worse than themselves." - Plato
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Graham Leggett wrote: > Jan Wieck wrote: > >> You won't get any rounding errors in NUMERIC either. What people should >> be concerned of is to find an arbitrary precision package for the >> frontend programming language they're using. > > What is the definition of a numeric number? I understand (from studying > numeric methods all those years ago) that the base 10 decimal number 0.1 > cannot be stored exactly in base 2 floating point, thus my use of > integers - is numeric an arbitrary precision concept? The PostgreSQL datatype NUMERIC is performing decimal arithmetic. The original I wrote used to do it string based, with one digit per byte but stored the number as some sort of BCD, one digit per nibble. Tom Lane changed that a while back into base 10,000 storage and calculation, which has the advantages of doing 4 digits per loop and no need to convert back and forth between the storage and the computational representation. Jan -- #======================================================================# # It's easier to get forgiveness for being wrong than for being right. # # Let's break this rule - forgive me. # #================================================== JanWieck@Yahoo.com #