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Batuhan Osman TASKAYA
cpython
Commits
29be3b97
Kaydet (Commit)
29be3b97
authored
Mar 15, 1992
tarafından
Guido van Rossum
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fpformat.py
Lib/fpformat.py
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29be3b97
# General floating point formatting functions.
# Functions:
# fix(x, digits_behind)
# sci(x, digits_behind)
# Each takes a number or a string and a number of digits as arguments.
# Parameters:
# x: number to be formatted; or a string resembling a number
# digits_behind: number of digits behind the decimal point
import
regex
# Compiled regular expression to "decode" a number
decoder
=
regex
.
compile
(
\
'^
\
([-+]?
\
)0*
\
([0-9]*
\
)
\
(
\
(
\
.[0-9]*
\
)?
\
)
\
(
\
([eE][-+]?[0-9]+
\
)?
\
)$'
)
# \0 the whole thing
# \1 leading sign or empty
# \2 digits left of decimal point
# \3 fraction (empty or begins with point)
# \5 exponent part (empty or begins with 'e' or 'E')
NotANumber
=
'fpformat.NotANumber'
# Return (sign, intpart, fraction, expo) or raise an exception:
# sign is '+' or '-'
# intpart is 0 or more digits beginning with a nonzero
# fraction is 0 or more digits
# expo is an integer
def
extract
(
s
):
if
decoder
.
match
(
s
)
<
0
:
raise
NotANumber
(
a1
,
b1
),
(
a2
,
b2
),
(
a3
,
b3
),
(
a4
,
b4
),
(
a5
,
b5
)
=
decoder
.
regs
[
1
:
6
]
sign
,
intpart
,
fraction
,
exppart
=
\
s
[
a1
:
b1
],
s
[
a2
:
b2
],
s
[
a3
:
b3
],
s
[
a5
:
b5
]
if
sign
==
'+'
:
sign
=
''
if
fraction
:
fraction
=
fraction
[
1
:]
if
exppart
:
expo
=
eval
(
exppart
[
1
:])
else
:
expo
=
0
return
sign
,
intpart
,
fraction
,
expo
# Remove the exponent by changing intpart and fraction
def
unexpo
(
intpart
,
fraction
,
expo
):
if
expo
>
0
:
# Move the point left
f
=
len
(
fraction
)
intpart
,
fraction
=
intpart
+
fraction
[:
expo
],
fraction
[
expo
:]
if
expo
>
f
:
intpart
=
intpart
+
'0'
*
(
expo
-
f
)
elif
expo
<
0
:
# Move the point right
i
=
len
(
intpart
)
intpart
,
fraction
=
intpart
[:
expo
],
intpart
[
expo
:]
+
fraction
if
expo
<
-
i
:
fraction
=
'0'
*
(
-
expo
-
i
)
+
fraction
return
intpart
,
fraction
# Round or extend the fraction to size digs
def
roundfrac
(
intpart
,
fraction
,
digs
):
f
=
len
(
fraction
)
if
f
<=
digs
:
return
intpart
,
fraction
+
'0'
*
(
digs
-
f
)
i
=
len
(
intpart
)
if
i
+
digs
<
0
:
return
'0'
*-
digs
,
''
total
=
intpart
+
fraction
nextdigit
=
total
[
i
+
digs
]
if
nextdigit
>=
'5'
:
# Hard case: increment last digit, may have carry!
n
=
i
+
digs
-
1
while
n
>=
0
:
if
total
[
n
]
!=
'9'
:
break
n
=
n
-
1
else
:
total
=
'0'
+
total
i
=
i
+
1
n
=
0
total
=
total
[:
n
]
+
chr
(
ord
(
total
[
n
])
+
1
)
+
'0'
*
(
len
(
total
)
-
n
-
1
)
intpart
,
fraction
=
total
[:
i
],
total
[
i
:]
if
digs
>=
0
:
return
intpart
,
fraction
[:
digs
]
else
:
return
intpart
[:
digs
]
+
'0'
*-
digs
,
''
# Format x as [-]ddd.ddd with 'digs' digits after the point
# and at least one digit before.
# If digs <= 0, the point is suppressed.
def
fix
(
x
,
digs
):
if
type
(
x
)
!=
type
(
''
):
x
=
`x`
try
:
sign
,
intpart
,
fraction
,
expo
=
extract
(
x
)
except
NotANumber
:
return
x
intpart
,
fraction
=
unexpo
(
intpart
,
fraction
,
expo
)
intpart
,
fraction
=
roundfrac
(
intpart
,
fraction
,
digs
)
while
intpart
and
intpart
[
0
]
==
'0'
:
intpart
=
intpart
[
1
:]
if
intpart
==
''
:
intpart
=
'0'
if
digs
>
0
:
return
sign
+
intpart
+
'.'
+
fraction
else
:
return
sign
+
intpart
# Format x as [-]d.dddE[+-]ddd with 'digs' digits after the point
# and exactly one digit before.
# If digs is <= 0, one digit is kept and the point is suppressed.
def
sci
(
x
,
digs
):
if
type
(
x
)
!=
type
(
''
):
x
=
`x`
sign
,
intpart
,
fraction
,
expo
=
extract
(
x
)
if
not
intpart
:
while
fraction
and
fraction
[
0
]
==
'0'
:
fraction
=
fraction
[
1
:]
expo
=
expo
-
1
if
fraction
:
intpart
,
fraction
=
fraction
[
0
],
fraction
[
1
:]
expo
=
expo
-
1
else
:
intpart
=
'0'
else
:
expo
=
expo
+
len
(
intpart
)
-
1
intpart
,
fraction
=
intpart
[
0
],
intpart
[
1
:]
+
fraction
digs
=
max
(
0
,
digs
)
intpart
,
fraction
=
roundfrac
(
intpart
,
fraction
,
digs
)
if
len
(
intpart
)
>
1
:
intpart
,
fraction
,
expo
=
\
intpart
[
0
],
intpart
[
1
:]
+
fraction
[:
-
1
],
\
expo
+
len
(
intpart
)
-
1
s
=
sign
+
intpart
if
digs
>
0
:
s
=
s
+
'.'
+
fraction
e
=
`abs(expo)`
e
=
'0'
*
(
3
-
len
(
e
))
+
e
if
expo
<
0
:
e
=
'-'
+
e
else
:
e
=
'+'
+
e
return
s
+
'e'
+
e
# Interactive test run
def
test
():
try
:
while
1
:
x
,
digs
=
input
(
'Enter (x, digs): '
)
print
x
,
fix
(
x
,
digs
),
sci
(
x
,
digs
)
except
(
EOFError
,
KeyboardInterrupt
):
pass
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