Class: Natural::Prep
- Inherits:
-
Object
- Object
- Natural::Prep
- Defined in:
- lib/m500.rb
Instance Attribute Summary collapse
-
#max ⇒ Object
Returns the value of attribute max.
-
#prep ⇒ Object
Returns the value of attribute prep.
Instance Method Summary collapse
- #deltaNextPrime ⇒ Object
- #equivClassChck(s) ⇒ Object
-
#initialize(int) ⇒ Prep
constructor
A new instance of Prep.
- #next ⇒ Object
- #nextP(s) ⇒ Object
Constructor Details
#initialize(int) ⇒ Prep
Returns a new instance of Prep.
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# File 'lib/m500.rb', line 954 def initialize(int) @comp = int @prep = [] @max = 50000 b = [] @prms = Prime.each(@max){|a| b << a} b = nil Prime.each(int){|a| moduli = int.modulo(a) power = 0 b = int.divmod(a) power = (int/b.at(0))/a if b.at(1) == 0 moduli = [power] if moduli == 0 @prep << moduli } end |
Instance Attribute Details
#max ⇒ Object
Returns the value of attribute max.
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# File 'lib/m500.rb', line 970 def max @max end |
#prep ⇒ Object
Returns the value of attribute prep.
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# File 'lib/m500.rb', line 970 def prep @prep end |
Instance Method Details
#deltaNextPrime ⇒ Object
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# File 'lib/m500.rb', line 997 def deltaNextPrime a = nil res=[] r =[] r0=[] r1=0 @prep.each_index{|x| if @prep.at(x).class == Array then t = "0 + #{@prms.at(x)}*k" else # @prep.at(x).class == Numeric t = "#{@prms.at(x)-@prep.at(x)}+(#{@prms.at(x)}*k)" end r << t } m = @prms.at(@prep.length-1) rz = 0 rx = [] r.each{|r4| rx << eval("k=0;#{r4}") } ry = rx.max (0..m).to_a.each{|k| r.each{|r4| r0 << eval("k=#{k};#{r4}") } rz= r0.max res = res + r0 r0=[] if ry < rz then a = equivClassChck(res.to_s) break unless a.nil? ry = rz else end } a end |
#equivClassChck(s) ⇒ Object
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# File 'lib/m500.rb', line 988 def equivClassChck(s) r = Array.new r = eval(s) r = r.uniq r = r.sort r.collect!{|i| i == r.find_index(i) ? nil : r.find_index(i)} r = r.compact r.at(0) end |
#next ⇒ Object
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# File 'lib/m500.rb', line 976 def next b = @prms t =[] @prep.each_index{|a| t[a] = 1 if @prep.at(a).class == Array z = (@prep.at(a) + 1).modulo(b.at(a)) unless @prep.at(a).class == Array z = [((@comp+1)/(@comp+1).divmod(b.at(a)).at(0))/b.at(a)] if z == 0 t[a] = z unless @prep.at(a).class == Array } t << [1] if t == t.flatten return t end |
#nextP(s) ⇒ Object
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# File 'lib/m500.rb', line 1033 def nextP(s) return s + deltaNextPrime end |