Where each entry of Power sum symmetric polynomials $p_k$ came from

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72 entries.

nk value last changed by
1 1 x1 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
1 2 x1^2 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
1 3 x1^3 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
1 4 x1^4 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
1 5 x1^5 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
1 6 x1^6 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
1 7 x1^7 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
1 8 x1^8 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
1 9 x1^9 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
1 10 x1^10 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
1 11 x1^11 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
1 12 x1^12 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
2 1 x1 + x2 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
2 2 x1^2 + x2^2 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
2 3 x1^3 + x2^3 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
2 4 x1^4 + x2^4 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
2 5 x1^5 + x2^5 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
2 6 x1^6 + x2^6 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
2 7 x1^7 + x2^7 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
2 8 x1^8 + x2^8 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
2 9 x1^9 + x2^9 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
2 10 x1^10 + x2^10 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
2 11 x1^11 + x2^11 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
2 12 x1^12 + x2^12 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
3 1 x1 + x2 + x3 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
3 2 x1^2 + x2^2 + x3^2 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
3 3 x1^3 + x2^3 + x3^3 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
3 4 x1^4 + x2^4 + x3^4 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
3 5 x1^5 + x2^5 + x3^5 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
3 6 x1^6 + x2^6 + x3^6 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
3 7 x1^7 + x2^7 + x3^7 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
3 8 x1^8 + x2^8 + x3^8 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
3 9 x1^9 + x2^9 + x3^9 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
3 10 x1^10 + x2^10 + x3^10 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
3 11 x1^11 + x2^11 + x3^11 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
3 12 x1^12 + x2^12 + x3^12 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
4 1 x1 + x2 + x3 + x4 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
4 2 x1^2 + x2^2 + x3^2 + x4^2 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
4 3 x1^3 + x2^3 + x3^3 + x4^3 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
4 4 x1^4 + x2^4 + x3^4 + x4^4 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
4 5 x1^5 + x2^5 + x3^5 + x4^5 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
4 6 x1^6 + x2^6 + x3^6 + x4^6 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
4 7 x1^7 + x2^7 + x3^7 + x4^7 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
4 8 x1^8 + x2^8 + x3^8 + x4^8 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
4 9 x1^9 + x2^9 + x3^9 + x4^9 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
4 10 x1^10 + x2^10 + x3^10 + x4^10 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
4 11 x1^11 + x2^11 + x3^11 + x4^11 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
4 12 x1^12 + x2^12 + x3^12 + x4^12 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
5 1 x1 + x2 + x3 + x4 + x5 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
5 2 x1^2 + x2^2 + x3^2 + x4^2 + x5^2 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
5 3 x1^3 + x2^3 + x3^3 + x4^3 + x5^3 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
5 4 x1^4 + x2^4 + x3^4 + x4^4 + x5^4 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
5 5 x1^5 + x2^5 + x3^5 + x4^5 + x5^5 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
5 6 x1^6 + x2^6 + x3^6 + x4^6 + x5^6 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
5 7 x1^7 + x2^7 + x3^7 + x4^7 + x5^7 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
5 8 x1^8 + x2^8 + x3^8 + x4^8 + x5^8 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
5 9 x1^9 + x2^9 + x3^9 + x4^9 + x5^9 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
5 10 x1^10 + x2^10 + x3^10 + x4^10 + x5^10 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
5 11 x1^11 + x2^11 + x3^11 + x4^11 + x5^11 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
5 12 x1^12 + x2^12 + x3^12 + x4^12 + x5^12 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
6 1 x1 + x2 + x3 + x4 + x5 + x6 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
6 2 x1^2 + x2^2 + x3^2 + x4^2 + x5^2 + x6^2 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
6 3 x1^3 + x2^3 + x3^3 + x4^3 + x5^3 + x6^3 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
6 4 x1^4 + x2^4 + x3^4 + x4^4 + x5^4 + x6^4 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
6 5 x1^5 + x2^5 + x3^5 + x4^5 + x5^5 + x6^5 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
6 6 x1^6 + x2^6 + x3^6 + x4^6 + x5^6 + x6^6 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
6 7 x1^7 + x2^7 + x3^7 + x4^7 + x5^7 + x6^7 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
6 8 x1^8 + x2^8 + x3^8 + x4^8 + x5^8 + x6^8 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
6 9 x1^9 + x2^9 + x3^9 + x4^9 + x5^9 + x6^9 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
6 10 x1^10 + x2^10 + x3^10 + x4^10 + x5^10 + x6^10 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
6 11 x1^11 + x2^11 + x3^11 + x4^11 + x5^11 + x6^11 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)
6 12 x1^12 + x2^12 + x3^12 + x4^12 + x5^12 + x6^12 2026-08-27 — bmatschke (run PowerSumPolynomials-1787828342)