Jacobi showed that a prime $p$ has $8(p+1)$ decompositions as sum of four squares. sage.rings.arith.four_squares computes one such decomposition. Is there a way to compute all of them?
Revision history [back]
 | 1 | initial version |
All decompositions of a prime as a sum of four squares
| | 2 | No.2 Revision |
All decompositions of a prime as a sum of four squares
Jacobi showed that a prime $p$ has $8(p+1)$ decompositions as a sum of four squares. sage.rings.arith.four_squares computes one such decomposition. Is there a way to compute all of them?
