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The Carmichael Numbers up to 10^15
, 1992
"... There are 105212 Carmichael numbers up to 10 : we describe the calculations. ..."
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Cited by 24 (7 self)
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There are 105212 Carmichael numbers up to 10 : we describe the calculations.
The Carmichael Numbers up to 10^16
 Math. Comp
, 1993
"... We extend our previous computations to show that there are 246683 Carmichael numbers up to 10 16 . As before, the numbers were generated by a backtracking search for possible prime factorisations together with a "large prime variation". We present further statistics on the distribution ..."
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We extend our previous computations to show that there are 246683 Carmichael numbers up to 10 16 . As before, the numbers were generated by a backtracking search for possible prime factorisations together with a "large prime variation". We present further statistics on the distribution of Carmichael numbers. 1.
unknown title
, 2005
"... Abstract. We extend our previous computations to show that there are 585355 Carmichael numbers up to 1017. As before, the numbers were generated by a backtracking search for possible prime factorisations together with a “large prime variation”. We present further statistics on the distribution of C ..."
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Abstract. We extend our previous computations to show that there are 585355 Carmichael numbers up to 1017. As before, the numbers were generated by a backtracking search for possible prime factorisations together with a “large prime variation”. We present further statistics on the distribution of Carmichael numbers. 1.
RICHARD G.E. PINCH
, 2006
"... Abstract. We extend our previous computations to show that there are 1401644 Carmichael numbers up to 1018. As before, the numbers were generated by a backtracking search for possible prime factorisations together with a “large prime variation”. We present further statistics on the distribution of ..."
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Abstract. We extend our previous computations to show that there are 1401644 Carmichael numbers up to 1018. As before, the numbers were generated by a backtracking search for possible prime factorisations together with a “large prime variation”. We present further statistics on the distribution of Carmichael numbers. 1.
RICHARD G.E. PINCH
, 1998
"... Abstract. We extend our previous computations to show that there are 246683 Carmichael numbers up to 10 16. As before, the numbers were generated by a backtracking search for possible prime factorisations together with a “large prime variation”. We present further statistics on the distribution of ..."
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Abstract. We extend our previous computations to show that there are 246683 Carmichael numbers up to 10 16. As before, the numbers were generated by a backtracking search for possible prime factorisations together with a “large prime variation”. We present further statistics on the distribution of Carmichael numbers. 1.