added new nicefloats project to dependencies
This commit is contained in:
parent
c71de5a7a1
commit
78663a9240
4 changed files with 11 additions and 165 deletions
3
.gitmodules
vendored
Normal file
3
.gitmodules
vendored
Normal file
|
@ -0,0 +1,3 @@
|
|||
[submodule "deps/nicefloats"]
|
||||
path = deps/nicefloats
|
||||
url = git@github.com:talentdeficit/nicefloats.git
|
1
deps/nicefloats
vendored
Submodule
1
deps/nicefloats
vendored
Submodule
|
@ -0,0 +1 @@
|
|||
Subproject commit 737ba24bb05ebde51dcafc7d36b1b1ea4201c21e
|
|
@ -1,3 +1,9 @@
|
|||
{lib_dirs, ["deps"]}.
|
||||
|
||||
{sub_dirs, [
|
||||
"deps/nicefloats"
|
||||
]}.
|
||||
|
||||
%% edit eunit_test_path if you want to run your own tests, use "../" not "./" as
|
||||
%% rebar changes to working dir to .eunit when running tests
|
||||
{eunit_compile_opts, [{d, eunit_test_path, "../test/cases"}]}.
|
||||
|
|
|
@ -218,7 +218,7 @@ list_to_events([], Acc) ->
|
|||
term_to_event(List) when is_list(List) ->
|
||||
term_to_events(List);
|
||||
term_to_event(Float) when is_float(Float) ->
|
||||
[{float, nice_decimal(Float)}];
|
||||
[{float, nicefloats:format(Float)}];
|
||||
term_to_event(Integer) when is_integer(Integer) ->
|
||||
[{integer, erlang:integer_to_list(Integer)}];
|
||||
term_to_event(String) when is_binary(String) ->
|
||||
|
@ -250,133 +250,6 @@ encode_key_repeats(Key, [_|Rest], Level) ->
|
|||
encode_key_repeats(_, [], 0) ->
|
||||
false.
|
||||
|
||||
|
||||
%% conversion of floats to 'nice' decimal output. erlang's float implementation
|
||||
%% is almost but not quite ieee 754. it converts negative zero to plain zero
|
||||
%% silently, and throws exceptions for any operations that would produce NaN
|
||||
%% or infinity. as far as I can tell that is. trying to match against NaN or
|
||||
%% infinity binary patterns produces nomatch exceptions, and arithmetic
|
||||
%% operations produce badarg exceptions. with that in mind, this function
|
||||
%% makes no attempt to handle special values (except for zero)
|
||||
|
||||
%% algorithm from "Printing FLoating-Point Numbers Quickly and Accurately" by
|
||||
%% Burger & Dybvig
|
||||
nice_decimal(0.0) -> "0.0";
|
||||
nice_decimal(Num) when is_float(Num) ->
|
||||
{F, E} = extract(<<Num:64/float>>),
|
||||
{R, S, MP, MM} = initial_vals(F, E),
|
||||
K = ceiling(math:log10(abs(Num)) - 1.0e-10),
|
||||
Round = F band 1 =:= 0,
|
||||
{Dpoint, Digits} = scale(R, S, MP, MM, K, Round),
|
||||
if Num >= 0 -> format(Dpoint, Digits)
|
||||
; Num < 0 -> "-" ++ format(Dpoint, Digits)
|
||||
end.
|
||||
|
||||
|
||||
extract(<<_:1, 0:11, Frac:52>>) -> {Frac, -1074};
|
||||
extract(<<_:1, Exp:11, Frac:52>>) -> {Frac + (1 bsl 52), Exp - 1075}.
|
||||
|
||||
|
||||
ceiling(X) ->
|
||||
Y = trunc(X),
|
||||
case X - Y of
|
||||
Z when Z > 0 -> Y + 1
|
||||
; _ -> Y
|
||||
end.
|
||||
|
||||
|
||||
initial_vals(F, E) when E >= 0, F /= 1 bsl 52 ->
|
||||
BE = 1 bsl E,
|
||||
{F * BE * 2, 2, BE, BE};
|
||||
initial_vals(F, E) when E >= 0 ->
|
||||
BE = 1 bsl E,
|
||||
{F * BE * 4, 4, BE * 2, BE};
|
||||
initial_vals(F, E) when E == -1074; F /= 1 bsl 52 ->
|
||||
{F * 2, 1 bsl (-E + 1), 1, 1};
|
||||
initial_vals(F, E) ->
|
||||
{F * 4, 1 bsl (-E + 2), 2, 1}.
|
||||
|
||||
|
||||
scale(R, S, MP, MM, K, Round) ->
|
||||
case K >= 0 of
|
||||
true -> fixup(R, S * pow(10, K), MP, MM, K, Round)
|
||||
; false ->
|
||||
Scale = pow(10, -1 * K),
|
||||
fixup(R * Scale, S, MP * Scale, MM * Scale, K, Round)
|
||||
end.
|
||||
|
||||
|
||||
fixup(R, S, MP, MM, K, true) ->
|
||||
case (R + MP >= S) of
|
||||
true -> {K + 1, generate(R, S, MP, MM, true)}
|
||||
; false -> {K, generate(R * 10, S, MP * 10, MM * 10, true)}
|
||||
end;
|
||||
fixup(R, S, MP, MM, K, false) ->
|
||||
case (R + MP > S) of
|
||||
true -> {K + 1, generate(R, S, MP, MM, true)}
|
||||
; false -> {K, generate(R * 10, S, MP * 10, MM * 10, true)}
|
||||
end.
|
||||
|
||||
|
||||
generate(RT, S, MP, MM, Round) ->
|
||||
D = RT div S,
|
||||
R = RT rem S,
|
||||
TC1 = case Round of true -> (R =< MM); false -> (R < MM) end,
|
||||
TC2 = case Round of true -> (R + MP >= S); false -> (R + MP > S) end,
|
||||
case TC1 of
|
||||
false -> case TC2 of
|
||||
false -> [D | generate(R * 10, S, MP * 10, MM * 10, Round)]
|
||||
; true -> [D + 1]
|
||||
end
|
||||
; true -> case TC2 of
|
||||
false -> [D]
|
||||
; true -> case R * 2 < S of
|
||||
true -> [D]
|
||||
; false -> [D + 1]
|
||||
end
|
||||
end
|
||||
end.
|
||||
|
||||
|
||||
%% this is not efficient at all and should be replaced with a lookup table
|
||||
%% probably
|
||||
pow(_B, 0) -> 1;
|
||||
pow(B, E) when E > 0 -> pow(B, E, 1).
|
||||
|
||||
pow(B, E, Acc) when E < 2 -> B * Acc;
|
||||
pow(B, E, Acc) when E band 1 == 1 -> pow(B * B, E bsr 1, B * Acc);
|
||||
pow(B, E, Acc) -> pow(B * B, E bsr 1, Acc).
|
||||
|
||||
|
||||
format(0, Digits) ->
|
||||
format(Digits, ignore, ".0");
|
||||
format(Dpoint, Digits) when Dpoint =< length(Digits), Dpoint > 0 ->
|
||||
format(Digits, Dpoint, []);
|
||||
format(Dpoint, Digits) when Dpoint > 0 ->
|
||||
Pad = Dpoint - length(Digits),
|
||||
case Pad of
|
||||
X when X > 6 ->
|
||||
format(Digits, 1, []) ++ "e" ++ integer_to_list(Dpoint - 1)
|
||||
; _ ->
|
||||
format(Digits ++ [ 0 || _ <- lists:seq(1, Pad)], Dpoint, [])
|
||||
end;
|
||||
format(Dpoint, Digits) when Dpoint < 0 ->
|
||||
format(Digits, 1, []) ++ "e" ++ integer_to_list(Dpoint - 1).
|
||||
|
||||
format([], 0, Acc) ->
|
||||
lists:reverse("0." ++ Acc);
|
||||
format([], ignore, Acc) ->
|
||||
lists:reverse(Acc);
|
||||
format(Digits, 0, Acc) ->
|
||||
format(Digits, ignore, "." ++ Acc);
|
||||
format([Digit|Digits], Dpoint, Acc) ->
|
||||
format(Digits,
|
||||
case Dpoint of ignore -> ignore; X -> X - 1 end, to_ascii(Digit) ++ Acc
|
||||
).
|
||||
|
||||
|
||||
to_ascii(X) -> [X + 48]. %% ascii "1" is [49], "2" is [50], etc...
|
||||
|
||||
|
||||
%% json string escaping, for utf8 binaries. escape the json control sequences to
|
||||
%% their json equivalent, escape other control characters to \uXXXX sequences,
|
||||
|
@ -592,42 +465,5 @@ escape_test_() ->
|
|||
)
|
||||
}
|
||||
].
|
||||
|
||||
nice_decimal_test_() ->
|
||||
[
|
||||
{"0.0", ?_assert(nice_decimal(0.0) =:= "0.0")},
|
||||
{"1.0", ?_assert(nice_decimal(1.0) =:= "1.0")},
|
||||
{"-1.0", ?_assert(nice_decimal(-1.0) =:= "-1.0")},
|
||||
{"3.1234567890987654321",
|
||||
?_assert(
|
||||
nice_decimal(3.1234567890987654321) =:= "3.1234567890987655")
|
||||
},
|
||||
{"1.0e23", ?_assert(nice_decimal(1.0e23) =:= "1.0e23")},
|
||||
{"0.3", ?_assert(nice_decimal(3.0/10.0) =:= "0.3")},
|
||||
{"0.0001", ?_assert(nice_decimal(0.0001) =:= "1.0e-4")},
|
||||
{"0.00000001", ?_assert(nice_decimal(0.00000001) =:= "1.0e-8")},
|
||||
{"1.0e-323", ?_assert(nice_decimal(1.0e-323) =:= "1.0e-323")},
|
||||
{"1.0e308", ?_assert(nice_decimal(1.0e308) =:= "1.0e308")},
|
||||
{"min normalized float",
|
||||
?_assert(
|
||||
nice_decimal(math:pow(2, -1022)) =:= "2.2250738585072014e-308"
|
||||
)
|
||||
},
|
||||
{"max normalized float",
|
||||
?_assert(
|
||||
nice_decimal((2 - math:pow(2, -52)) * math:pow(2, 1023))
|
||||
=:= "1.7976931348623157e308"
|
||||
)
|
||||
},
|
||||
{"min denormalized float",
|
||||
?_assert(nice_decimal(math:pow(2, -1074)) =:= "5.0e-324")
|
||||
},
|
||||
{"max denormalized float",
|
||||
?_assert(
|
||||
nice_decimal((1 - math:pow(2, -52)) * math:pow(2, -1022))
|
||||
=:= "2.225073858507201e-308"
|
||||
)
|
||||
}
|
||||
].
|
||||
|
||||
-endif.
|
Loading…
Add table
Add a link
Reference in a new issue