Mixing
Can the expression $alpha^{2κ-1}+beta^{2κ-1}+gamma^{2κ-1};$ be factorized
$begingroup$
Is there an equation for the first picture, which fatorizes it in a similar fashion as the second pictures equation is factorized
If so can you please tell me which equation it is and where I could find similar ones
All the letters above are integers and ν in the second picture Is odd
Thanking you in advance
Kevin
polynomials factoring
edited Feb 4 at 19:59
Ivan Neretin
9,02421635
asked Feb 2 at 16:01
kenithkenith
1406
$endgroup$
add a comment |
$begingroup$
Is there an equation for the first picture, which fatorizes it in a similar fashion as the second pictures equation is factorized
If so can you please tell me which equation it is and where I could find similar ones
All the letters above are integers and ν in the second picture Is odd
Thanking you in advance
Kevin
polynomials factoring
edited Feb 4 at 19:59
Ivan Neretin
9,02421635
asked Feb 2 at 16:01
kenithkenith
1406
$endgroup$
1
$begingroup$
No, because of Fermat. But a similar expression can be factored, here is an example for exponent $3$:Here.
$endgroup$
– Dietrich Burde
Feb 2 at 16:58
$begingroup$
thank you for the answer, i will keep it in mind
$endgroup$
– kenith
Feb 3 at 12:27
add a comment |
$begingroup$
Is there an equation for the first picture, which fatorizes it in a similar fashion as the second pictures equation is factorized
If so can you please tell me which equation it is and where I could find similar ones
All the letters above are integers and ν in the second picture Is odd
Thanking you in advance
Kevin
polynomials factoring
edited Feb 4 at 19:59
Ivan Neretin
9,02421635
asked Feb 2 at 16:01
kenithkenith
1406
$endgroup$
Is there an equation for the first picture, which fatorizes it in a similar fashion as the second pictures equation is factorized
If so can you please tell me which equation it is and where I could find similar ones
All the letters above are integers and ν in the second picture Is odd
Thanking you in advance
Kevin
polynomials factoring
polynomials factoring
edited Feb 4 at 19:59
Ivan Neretin
9,02421635
asked Feb 2 at 16:01
kenithkenith
1406
edited Feb 4 at 19:59
Ivan Neretin
9,02421635
asked Feb 2 at 16:01
kenithkenith
1406
edited Feb 4 at 19:59
Ivan Neretin
9,02421635
edited Feb 4 at 19:59
Ivan Neretin
9,02421635
edited Feb 4 at 19:59
Ivan Neretin
9,02421635
9,02421635
asked Feb 2 at 16:01
kenithkenith
1406
asked Feb 2 at 16:01
kenithkenith
1406
asked Feb 2 at 16:01
kenithkenith
1406
1406
1
$begingroup$
No, because of Fermat. But a similar expression can be factored, here is an example for exponent $3$:Here.
$endgroup$
– Dietrich Burde
Feb 2 at 16:58
$begingroup$
thank you for the answer, i will keep it in mind
$endgroup$
– kenith
Feb 3 at 12:27
add a comment |
1
$begingroup$
No, because of Fermat. But a similar expression can be factored, here is an example for exponent $3$:Here.
$endgroup$
– Dietrich Burde
Feb 2 at 16:58
$begingroup$
thank you for the answer, i will keep it in mind
$endgroup$
– kenith
Feb 3 at 12:27
1
1
$begingroup$
No, because of Fermat. But a similar expression can be factored, here is an example for exponent $3$:Here.
$endgroup$
– Dietrich Burde
Feb 2 at 16:58
$begingroup$
No, because of Fermat. But a similar expression can be factored, here is an example for exponent $3$:Here.
$endgroup$
– Dietrich Burde
Feb 2 at 16:58
$begingroup$
thank you for the answer, i will keep it in mind
$endgroup$
– kenith
Feb 3 at 12:27
$begingroup$
thank you for the answer, i will keep it in mind
$endgroup$
– kenith
Feb 3 at 12:27
add a comment |
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1
$begingroup$
No, because of Fermat. But a similar expression can be factored, here is an example for exponent $3$:Here.
$endgroup$
– Dietrich Burde
Feb 2 at 16:58
$begingroup$
thank you for the answer, i will keep it in mind
$endgroup$
– kenith
Feb 3 at 12:27