Files
fixin.me/DESIGN.md
cryptogopher 5d051de666 Check for out of range float values
Remove unsupported attribute `[maxlength]` from `input[number]`.
2026-07-20 21:45:33 +02:00

77 lines
4.4 KiB
Markdown

DESIGN
======
Below is a list of design decisions. The justification is to be consulted
whenever a change is considered, to avoid regressions.
### Data type for DB storage of numeric values (`decimal` vs `float`)
* among database engines supported (by Rails), SQLite offers storage of
`decimal` data type with the lowest precision, equal to the precision of
`REAL` type (double precision float value, IEEE 754), but in a floating point
format,
* decimal types in other database engines offer greater precision, but store
data in a fixed point format,
* biology-related values differ by several orders of magnitude; storing them in
fixed point format would only make sense if required precision would be
greater than that offered by floating point format,
* even then, fixed point would mean either bigger memory requirements or
worse precision for numbers close to scale limit,
* for a fixed point format to use the same 8 bytes of storage as IEEE
754, precision would need to be limited to 18 digits (4 bytes/9 digits)
and scale approximately half of that - 9,
* double precision floating point guarantees 15 digits of precision, which
is more than enough for all expected use cases,
* if a decimal string with at most 15 significant digits is converted to
the IEEE 754 double-precision format, giving a normal number, and then
converted back to a decimal string with the same number of digits, the
final result should match the original string,
* if an IEEE 754 double-precision number is converted to a decimal
string with at least 17 significant digits, and then converted back to
double-precision representation, the final result must match the
original number,
* single precision floating point only guarntees 6 digits of precision,
which is estimated to be too low for some use cases (e.g. storing
latitude/longitude with a resolution grater than 100m),
* double precision floating point (IEEE 754) is a standard that ensures
compatibility with majority of database engines,
* the same data format is used internally by Ruby as a `Float`; it
guarantees no conversions between storage and computation,
* as a standard with hardware implementations ensures both: computing
efficiency and hardware/3rd party library compatibility as opposed to Ruby
custom `BigDecimal` type,
* at present, only normalized numbers are used and considered sufficient, in
order to avoid potential issues with the cross-platform compatibility of
subnormal (denormal) numbers,
* in the future, the IEEE 754 decimal64 data type may be considered once it is
supported by database engines.
### Database layer vs application layer data model constraints
* database constraints are the final guard against data integrity corruption,
* they should safeguard against data referential integrity loss under _all_
data (not schema) manipulation scenarios, including application level
logic errors and direct data manipulation (e.g. through `dbconsole`),
* application constraints can be as restrictive as database constraints or more,
but not less, as it doesn't serve any use case,
* proper application level constraints should prevent unhandled database
exception occurences, e.g `ActiveRecord::InvalidForeignKey` for operations
performed through Models (i.e. not `#delete_all` etc.)
### User interface
* values provided by user have to be exactly preserved, avoiding any precision
loss due to e.g. type casting
* when it's not possible to store value without information loss, feedback has to
be given at the time of entering value
* values can be received using either:
* `input[number]` - validates: number format, value against `[min]` and
`[max]` attributes; cannot validate precision (no `[pattern]` support);
or
* `input[text]` - can validate number format and precision with
`[pattern]`; cannot validate range (no `[min]`/`[max]` support),
* none of the above prevents misinterpretation of values between 0 and
Float::MIN as 0.0 - this has to be checked manually,
* assuming that user input with _precision > DIG_ is as rare as in
the range _(0, MIN)_, the decision is to choose input which requires
the least/simplest additional code.