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13
Task/Prime-decomposition/Zkl/prime-decomposition-1.zkl
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13
Task/Prime-decomposition/Zkl/prime-decomposition-1.zkl
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@ -0,0 +1,13 @@
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fcn primeFactors(n){ // Return a list of factors of n
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acc:=fcn(n,k,acc,maxD){ // k is 2,3,5,7,9,... not optimum
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if(n==1 or k>maxD) acc.close();
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else{
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q,r:=n.divr(k); // divr-->(quotient,remainder)
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if(r==0) return(self.fcn(q,k,acc.write(k),q.toFloat().sqrt()));
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return(self.fcn(n,k+1+k.isOdd,acc,maxD))
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}
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}(n,2,Sink(List),n.toFloat().sqrt());
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m:=acc.reduce('*,1); // mulitply factors
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if(n!=m) acc.append(n/m); // opps, missed last factor
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else acc;
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}
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4
Task/Prime-decomposition/Zkl/prime-decomposition-2.zkl
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Task/Prime-decomposition/Zkl/prime-decomposition-2.zkl
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@ -0,0 +1,4 @@
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foreach n in (T(5,12, 2147483648, 2199023255551, 8796093022207,
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9007199254740991, 576460752303423487)){
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println(n,": ",primeFactors(n).concat(", "))
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}
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13
Task/Prime-decomposition/Zkl/prime-decomposition-3.zkl
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Task/Prime-decomposition/Zkl/prime-decomposition-3.zkl
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@ -0,0 +1,13 @@
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fcn factorsBI(n){ // Return a list of factors of n
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acc:=fcn(n,k,acc,maxD){ // k is 2,3,5,7,9,... not optimum
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if(n==1 or k>maxD) acc.close();
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else{
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q,r:=n.div2(k); // divr-->(quotient,remainder)
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if(r==0) return(self.fcn(q,k,acc.write(k),q.root(2)));
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return(self.fcn(n,k+1+k.isOdd,acc,maxD))
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}
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}(n,2,Sink(List),n.root(2));
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m:=acc.reduce('*,BN(1)); // mulitply factors
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if(n!=m) acc.append(n/m); // opps, missed last factor
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else acc;
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}
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5
Task/Prime-decomposition/Zkl/prime-decomposition-4.zkl
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Task/Prime-decomposition/Zkl/prime-decomposition-4.zkl
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@ -0,0 +1,5 @@
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var BN=Import("zklBigNum");
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foreach n in (T(BN("12"),
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BN("340282366920938463463374607431768211455"))){
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println(n,": ",factorsBI(n).concat(", "))
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}
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