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English.rb
6.44
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2013-02-04 13:50
abbrev.rb
3.31
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2013-02-22 04:35
base64.rb
2.63
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2013-05-19 13:10
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17.95
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2013-09-21 02:05
cgi.rb
9.84
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2013-07-18 23:50
cmath.rb
8.93
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2015-07-03 19:12
complex.rb
380
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2009-08-17 01:34
csv.rb
81.68
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2014-09-15 01:25
date.rb
946
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2023-07-27 00:22
debug.rb
29.08
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2013-12-15 01:48
delegate.rb
11.13
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2014-02-03 00:46
digest.rb
2.34
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2023-07-27 00:22
dl.rb
280
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2023-07-27 00:22
drb.rb
19
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2009-10-02 20:45
e2mmap.rb
3.89
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2013-12-17 22:20
erb.rb
26.07
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2014-08-12 00:55
expect.rb
2.14
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2023-07-27 00:22
fiddle.rb
1.65
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2023-07-27 00:22
fileutils.rb
47.17
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2015-04-28 15:16
find.rb
2.36
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2014-10-16 02:31
forwardable.rb
7.86
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2013-05-24 07:46
getoptlong.rb
15.38
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2013-05-20 00:50
gserver.rb
8.86
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2014-07-06 23:57
ipaddr.rb
17.05
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2015-10-30 01:36
irb.rb
20.03
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2016-03-25 19:22
json.rb
1.74
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2023-07-27 00:22
kconv.rb
5.74
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2023-07-27 00:22
logger.rb
22.37
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2016-02-25 22:04
mathn.rb
6.52
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2011-08-27 08:22
matrix.rb
45.43
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2014-07-12 00:08
mkmf.rb
80.5
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2023-07-27 00:19
monitor.rb
6.93
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2012-11-17 03:55
mutex_m.rb
2
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2013-02-20 13:51
observer.rb
5.81
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2013-11-21 15:44
open-uri.rb
24.27
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2014-02-22 19:54
open3.rb
20.37
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2013-12-01 14:13
openssl.rb
528
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2023-07-27 00:22
optparse.rb
50.8
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2013-11-28 18:34
ostruct.rb
7.7
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2013-10-24 02:14
pathname.rb
15.3
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2023-07-27 00:22
pp.rb
14.1
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2013-10-22 20:29
prettyprint.rb
16.33
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2013-05-19 13:10
prime.rb
13.2
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2013-07-15 14:21
profile.rb
205
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2009-10-02 20:45
profiler.rb
4.51
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2013-05-20 09:04
pstore.rb
14.85
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2012-11-11 15:23
psych.rb
14.88
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2023-07-27 00:22
rake.rb
2.12
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2013-10-12 08:35
rational.rb
308
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2009-09-24 10:42
rdoc.rb
4.92
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2013-12-22 21:25
resolv-replace.rb
1.73
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2013-03-12 00:47
resolv.rb
72.31
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2015-05-13 15:33
ripper.rb
2.53
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2023-07-27 00:22
rss.rb
2.84
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2011-05-11 20:22
rubygems.rb
30.97
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2023-07-27 00:19
scanf.rb
23.54
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2013-12-14 13:55
securerandom.rb
8.49
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2013-11-08 05:04
set.rb
18.7
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2013-11-23 10:50
shell.rb
10.3
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2013-05-19 13:10
shellwords.rb
5.94
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2013-12-15 05:26
singleton.rb
4.02
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2011-05-19 00:09
socket.rb
25.6
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2023-07-27 00:22
sync.rb
7.25
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2013-05-19 13:10
tempfile.rb
11.4
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2013-11-21 20:28
thwait.rb
3.38
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2013-11-08 04:02
time.rb
21.32
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2015-08-17 17:41
timeout.rb
3.7
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2015-08-17 17:55
tmpdir.rb
4.15
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2013-05-19 13:10
tracer.rb
6.4
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2013-07-18 23:50
tsort.rb
14.14
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2013-10-18 02:59
ubygems.rb
268
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2009-10-02 20:45
un.rb
8.87
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2013-07-05 23:43
uri.rb
3.07
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2011-05-14 06:03
weakref.rb
3.23
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2013-11-10 09:42
webrick.rb
6.69
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2013-10-06 10:39
xmlrpc.rb
8.49
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2013-12-12 14:09
yaml.rb
2.31
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-rw-r--r--
2013-08-12 13:49
Save
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#-- # $Release Version: 0.5 $ # $Revision: 1.1.1.1.4.1 $ ## # = mathn # # mathn is a library for changing the way Ruby does math. If you need # more precise rounding with multiple division or exponentiation # operations, then mathn is the right tool. # # Without mathn: # # 3 / 2 => 1 # Integer # # With mathn: # # 3 / 2 => 3/2 # Rational # # mathn features late rounding and lacks truncation of intermediate results: # # Without mathn: # # 20 / 9 * 3 * 14 / 7 * 3 / 2 # => 18 # # With mathn: # # 20 / 9 * 3 * 14 / 7 * 3 / 2 # => 20 # # # When you require 'mathn', the libraries for Prime, CMath, Matrix and Vector # are also loaded. # # == Copyright # # Author: Keiju ISHITSUKA (SHL Japan Inc.) #-- # class Numeric follows to make this documentation findable in a reasonable # location class Numeric; end require "cmath.rb" require "matrix.rb" require "prime.rb" require "mathn/rational" require "mathn/complex" unless defined?(Math.exp!) Object.instance_eval{remove_const :Math} Math = CMath # :nodoc: end ## # When mathn is required, Fixnum's division and exponentiation are enhanced to # return more precise values from mathematical expressions. # # 2/3*3 # => 0 # require 'mathn' # 2/3*3 # => 2 class Fixnum remove_method :/ ## # +/+ defines the Rational division for Fixnum. # # 1/3 # => (1/3) alias / quo alias power! ** unless method_defined? :power! ## # Exponentiate by +other+ def ** (other) if self < 0 && other.round != other Complex(self, 0.0) ** other else power!(other) end end end ## # When mathn is required Bignum's division and exponentiation are enhanced to # return more precise values from mathematical expressions. class Bignum remove_method :/ ## # +/+ defines the Rational division for Bignum. # # (2**72) / ((2**70) * 3) # => 4/3 alias / quo alias power! ** unless method_defined? :power! ## # Exponentiate by +other+ def ** (other) if self < 0 && other.round != other Complex(self, 0.0) ** other else power!(other) end end end ## # When mathn is required Rational is changed to simplify the use of Rational # operations. # # Normal behaviour: # # Rational.new!(1,3) ** 2 # => Rational(1, 9) # (1 / 3) ** 2 # => 0 # # require 'mathn' behaviour: # # (1 / 3) ** 2 # => 1/9 class Rational remove_method :** ## # Exponentiate by +other+ # # (1/3) ** 2 # => 1/9 def ** (other) if other.kind_of?(Rational) other2 = other if self < 0 return Complex(self, 0.0) ** other elsif other == 0 return Rational(1,1) elsif self == 0 return Rational(0,1) elsif self == 1 return Rational(1,1) end npd = numerator.prime_division dpd = denominator.prime_division if other < 0 other = -other npd, dpd = dpd, npd end for elm in npd elm[1] = elm[1] * other if !elm[1].kind_of?(Integer) and elm[1].denominator != 1 return Float(self) ** other2 end elm[1] = elm[1].to_i end for elm in dpd elm[1] = elm[1] * other if !elm[1].kind_of?(Integer) and elm[1].denominator != 1 return Float(self) ** other2 end elm[1] = elm[1].to_i end num = Integer.from_prime_division(npd) den = Integer.from_prime_division(dpd) Rational(num,den) elsif other.kind_of?(Integer) if other > 0 num = numerator ** other den = denominator ** other elsif other < 0 num = denominator ** -other den = numerator ** -other elsif other == 0 num = 1 den = 1 end Rational(num, den) elsif other.kind_of?(Float) Float(self) ** other else x , y = other.coerce(self) x ** y end end end ## # When mathn is required, the Math module changes as follows: # # Standard Math module behaviour: # Math.sqrt(4/9) # => 0.0 # Math.sqrt(4.0/9.0) # => 0.666666666666667 # Math.sqrt(- 4/9) # => Errno::EDOM: Numerical argument out of domain - sqrt # # After require 'mathn', this is changed to: # # require 'mathn' # Math.sqrt(4/9) # => 2/3 # Math.sqrt(4.0/9.0) # => 0.666666666666667 # Math.sqrt(- 4/9) # => Complex(0, 2/3) module Math remove_method(:sqrt) ## # Computes the square root of +a+. It makes use of Complex and # Rational to have no rounding errors if possible. # # Math.sqrt(4/9) # => 2/3 # Math.sqrt(- 4/9) # => Complex(0, 2/3) # Math.sqrt(4.0/9.0) # => 0.666666666666667 def sqrt(a) if a.kind_of?(Complex) abs = sqrt(a.real*a.real + a.imag*a.imag) # if not abs.kind_of?(Rational) # return a**Rational(1,2) # end x = sqrt((a.real + abs)/Rational(2)) y = sqrt((-a.real + abs)/Rational(2)) # if !(x.kind_of?(Rational) and y.kind_of?(Rational)) # return a**Rational(1,2) # end if a.imag >= 0 Complex(x, y) else Complex(x, -y) end elsif a.respond_to?(:nan?) and a.nan? a elsif a >= 0 rsqrt(a) else Complex(0,rsqrt(-a)) end end ## # Compute square root of a non negative number. This method is # internally used by +Math.sqrt+. def rsqrt(a) if a.kind_of?(Float) sqrt!(a) elsif a.kind_of?(Rational) rsqrt(a.numerator)/rsqrt(a.denominator) else src = a max = 2 ** 32 byte_a = [src & 0xffffffff] # ruby's bug while (src >= max) and (src >>= 32) byte_a.unshift src & 0xffffffff end answer = 0 main = 0 side = 0 for elm in byte_a main = (main << 32) + elm side <<= 16 if answer != 0 if main * 4 < side * side applo = main.div(side) else applo = ((sqrt!(side * side + 4 * main) - side)/2.0).to_i + 1 end else applo = sqrt!(main).to_i + 1 end while (x = (side + applo) * applo) > main applo -= 1 end main -= x answer = (answer << 16) + applo side += applo * 2 end if main == 0 answer else sqrt!(a) end end end class << self remove_method(:sqrt) end module_function :sqrt module_function :rsqrt end ## # When mathn is required, Float is changed to handle Complex numbers. class Float alias power! ** ## # Exponentiate by +other+ def ** (other) if self < 0 && other.round != other Complex(self, 0.0) ** other else power!(other) end end end