What does 3-PRP means exactly ? (in pfgw primality test)
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When i do primality test for large integers with the software pfgw, it returns either composite or 3-PRP.
1: What does 3-PRP means exactly?
2: What is the error ratio?
3: When the test return Composite, does it mean "probably composite"?
prime-numbers primality-test
add a comment |Â
up vote
2
down vote
favorite
When i do primality test for large integers with the software pfgw, it returns either composite or 3-PRP.
1: What does 3-PRP means exactly?
2: What is the error ratio?
3: When the test return Composite, does it mean "probably composite"?
prime-numbers primality-test
strangely, there is not much information when i google this...
– François Huppé
yesterday
1
The result "composite" is definitely correct. If the result is $3-PRP$, the number is very probably prime, unless it has a very special form. I am not sure, whether pfgw applies the weak or the strong Fermat-pseudoprime-test.
– Peter
6 hours ago
add a comment |Â
up vote
2
down vote
favorite
up vote
2
down vote
favorite
When i do primality test for large integers with the software pfgw, it returns either composite or 3-PRP.
1: What does 3-PRP means exactly?
2: What is the error ratio?
3: When the test return Composite, does it mean "probably composite"?
prime-numbers primality-test
When i do primality test for large integers with the software pfgw, it returns either composite or 3-PRP.
1: What does 3-PRP means exactly?
2: What is the error ratio?
3: When the test return Composite, does it mean "probably composite"?
prime-numbers primality-test
asked yesterday
François Huppé
14910
14910
strangely, there is not much information when i google this...
– François Huppé
yesterday
1
The result "composite" is definitely correct. If the result is $3-PRP$, the number is very probably prime, unless it has a very special form. I am not sure, whether pfgw applies the weak or the strong Fermat-pseudoprime-test.
– Peter
6 hours ago
add a comment |Â
strangely, there is not much information when i google this...
– François Huppé
yesterday
1
The result "composite" is definitely correct. If the result is $3-PRP$, the number is very probably prime, unless it has a very special form. I am not sure, whether pfgw applies the weak or the strong Fermat-pseudoprime-test.
– Peter
6 hours ago
strangely, there is not much information when i google this...
– François Huppé
yesterday
strangely, there is not much information when i google this...
– François Huppé
yesterday
1
1
The result "composite" is definitely correct. If the result is $3-PRP$, the number is very probably prime, unless it has a very special form. I am not sure, whether pfgw applies the weak or the strong Fermat-pseudoprime-test.
– Peter
6 hours ago
The result "composite" is definitely correct. If the result is $3-PRP$, the number is very probably prime, unless it has a very special form. I am not sure, whether pfgw applies the weak or the strong Fermat-pseudoprime-test.
– Peter
6 hours ago
add a comment |Â
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strangely, there is not much information when i google this...
– François Huppé
yesterday
1
The result "composite" is definitely correct. If the result is $3-PRP$, the number is very probably prime, unless it has a very special form. I am not sure, whether pfgw applies the weak or the strong Fermat-pseudoprime-test.
– Peter
6 hours ago