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modified: Math/congruence_of_powers_factorization_method.sf
modified: Math/difference_of_powers_factorization_method.sf
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Math/congruence_of_powers_factorization_method.sf

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#
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# for some k >= 2, then gcd(a-b, n) may be a non-trivial factor of n.
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# See also:
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# https://trizenx.blogspot.com/2019/08/special-purpose-factorization-algorithms.html
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define MIN_FACTOR = 1e6 # ignore small factors
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func cgpow_factor (n) {

Math/difference_of_powers_factorization_method.sf

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#
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# where k has many divisors.
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# See also:
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# https://trizenx.blogspot.com/2019/08/special-purpose-factorization-algorithms.html
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define MIN_FACTOR = 1e6 # ignore small factors
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func diff_power_factorization (n) {

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