mirror of
https://github.com/mruby/mruby
synced 2026-06-08 16:11:16 +00:00
Yukihiro "Matz" Matsumoto
fe4ed7e68d
implement Integer#gcd and Integer#lcm methods in mruby-numeric-ext with full support for both regular integers and bigints. key changes: - add mrb_int_gcd euclidean algorithm for regular integer gcd calculation - implement int_gcd and int_lcm methods with proper type checking and bigint fallback - add mrb_bint_gcd, mrb_bint_lcm, mrb_bint_abs functions to bigint api - register gcd and lcm methods with integer class - add comprehensive test coverage for both regular and bigint cases Co-authored-by: Claude <noreply@anthropic.com>
114 lines
2.6 KiB
Ruby
114 lines
2.6 KiB
Ruby
##
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# Numeric(Ext) Test
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assert('Integer#div') do
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assert_equal 52, 365.div(7)
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end
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assert('Float#div') do
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skip unless Object.const_defined?(:Float)
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assert_float 52, 365.2425.div(7)
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end
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assert('Integer#zero?') do
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assert_equal true, 0.zero?
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assert_equal false, 1.zero?
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end
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assert('Integer#nonzero?') do
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assert_equal nil, 0.nonzero?
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assert_equal 1000, 1000.nonzero?
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end
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assert('Integer#pow') do
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assert_equal(8, 2.pow(3))
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assert_equal(-8, (-2).pow(3))
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assert_equal(361, 9.pow(1024,1000))
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end
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assert('Integer#gcd') do
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assert_equal(1, 2.gcd(3))
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assert_equal(5, 10.gcd(15))
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assert_equal(6, 24.gcd(18))
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assert_equal(7, 7.gcd(0))
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assert_equal(7, 0.gcd(7))
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assert_equal(0, 0.gcd(0))
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assert_equal(5, (-10).gcd(15))
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assert_equal(5, 10.gcd(-15))
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assert_equal(5, (-10).gcd(-15))
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end
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assert('Integer#lcm') do
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assert_equal(6, 2.lcm(3))
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assert_equal(30, 10.lcm(15))
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assert_equal(72, 24.lcm(18))
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assert_equal(0, 7.lcm(0))
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assert_equal(0, 0.lcm(7))
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assert_equal(0, 0.lcm(0))
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assert_equal(30, (-10).lcm(15))
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assert_equal(30, 10.lcm(-15))
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assert_equal(30, (-10).lcm(-15))
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end
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assert('Integer#ceildiv') do
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assert_equal(0, 0.ceildiv(3))
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assert_equal(1, 1.ceildiv(3))
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assert_equal(1, 3.ceildiv(3))
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assert_equal(2, 4.ceildiv(3))
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assert_equal(-1, 4.ceildiv(-3))
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assert_equal(-1, -4.ceildiv(3))
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assert_equal(2, -4.ceildiv(-3))
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if Object.const_defined?(:Float)
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assert_equal(3, 3.ceildiv(1.2))
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end
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if Object.const_defined?(:Rational)
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assert_equal(3, 3.ceildiv(6/5r))
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end
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# assert_equal(10, (10**100-11).ceildiv(10**99-1))
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# assert_equal(11, (10**100-9).ceildiv(10**99-1))
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assert_equal(8, 2.pow(3))
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assert_equal(-8, (-2).pow(3))
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# assert_equal(361, 9.pow(1024,1000))
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end
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assert('Integer#even?') do
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assert_true(0.even?)
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assert_true(2.even?)
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assert_true(-2.even?)
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assert_false(1.even?)
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assert_false(-1.even?)
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# assert_true((10**100).even?)
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# assert_true((-10**100).even?)
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# assert_false((10**100+1).even?)
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# assert_false((-10**100-1).even?)
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end
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assert('Integer#odd?') do
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assert_false(0.odd?)
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assert_false(2.odd?)
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assert_false(-2.odd?)
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assert_true(1.odd?)
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assert_true(-1.odd?)
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# assert_false((10**100).odd?)
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# assert_false((-10**100).odd?)
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# assert_true((10**100+1).odd?)
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# assert_true((-10**100-1).odd?)
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end
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assert('Integer#digits') do
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assert_equal([5, 4, 3, 2, 1], 12345.digits)
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assert_equal([4, 6, 6, 0, 5], 12345.digits(7))
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assert_equal([45, 23, 1], 12345.digits(100))
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end
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assert('Integer.sqrt') do
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assert_equal(4, Integer.sqrt(16))
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assert_equal(10, Integer.sqrt(100))
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assert_equal(85, Integer.sqrt(7244))
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end
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