# |
ODE |
CAS classification |
Solved? |
time (sec) |
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Abel] |
✗ |
3.378 |
|
|
[_rational] |
✗ |
3.116 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Riccati] |
✓ |
6.650 |
|
|
[_rational] |
✗ |
3.747 |
|
|
[_rational] |
✗ |
3.494 |
|
|
[_rational, _Abel] |
✗ |
2.825 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✓ |
24.653 |
|
|
[_rational] |
✓ |
4.383 |
|
|
[[_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
3.304 |
|
|
[_rational] |
✓ |
3.748 |
|
|
[[_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
3.440 |
|
|
[NONE] |
✗ |
6.483 |
|
|
[NONE] |
✗ |
5.842 |
|
|
[_rational] |
✓ |
2.608 |
|
|
[[_1st_order, _with_linear_symmetries], _rational] |
✓ |
30.003 |
|
|
[_rational] |
✗ |
3.470 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✓ |
6.951 |
|
|
[[_1st_order, _with_linear_symmetries], _rational] |
✓ |
2.411 |
|
|
[[_1st_order, _with_linear_symmetries]] |
✓ |
2.583 |
|
|
[NONE] |
✓ |
3.291 |
|
|
[[_1st_order, _with_linear_symmetries]] |
✓ |
2.737 |
|
|
[_rational, [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
3.456 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Abel] |
✓ |
6.513 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
6.750 |
|
|
[_rational, [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
2.775 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
4.096 |
|
|
[_rational, [_Abel, ‘2nd type‘, ‘class C‘], [_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✓ |
4.347 |
|
|
[[_Abel, ‘2nd type‘, ‘class C‘]] |
✗ |
209.614 |
|
|
[_Abel] |
✗ |
3.674 |
|
|
[[_1st_order, _with_linear_symmetries], _Abel] |
✓ |
1.664 |
|
|
[[_1st_order, _with_linear_symmetries], _Abel] |
✓ |
2.195 |
|
|
[[_1st_order, _with_linear_symmetries], _Abel] |
✓ |
1.696 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], [_Abel, ‘2nd type‘, ‘class C‘]] |
✗ |
40.037 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Abel] |
✓ |
2.238 |
|
|
[[_1st_order, _with_linear_symmetries], _rational, [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
2.466 |
|
|
[[_Abel, ‘2nd type‘, ‘class C‘], [_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
5.404 |
|
|
[[_1st_order, _with_linear_symmetries], _rational, [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
2.092 |
|
|
[[_1st_order, _with_linear_symmetries]] |
✓ |
12.550 |
|
|
[[_1st_order, _with_linear_symmetries], _rational, [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
2.131 |
|
|
[[_1st_order, _with_linear_symmetries], _rational, [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
2.210 |
|
|
[[_1st_order, _with_linear_symmetries], _rational, [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
1.641 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], [_Abel, ‘2nd type‘, ‘class C‘]] |
✗ |
50.460 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Riccati] |
✓ |
24.387 |
|
|
[_rational] |
✓ |
3.911 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
3.235 |
|
|
[[_1st_order, _with_linear_symmetries], _Abel] |
✓ |
1.533 |
|
|
[[_1st_order, _with_linear_symmetries], _Abel] |
✓ |
1.611 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
45.554 |
|
|
[NONE] |
✗ |
18.018 |
|
|
[_rational, _Abel] |
✓ |
5.538 |
|
|
[_rational, [_Abel, ‘2nd type‘, ‘class C‘]] |
✗ |
38.538 |
|
|
[_Bernoulli] |
✗ |
63.136 |
|
|
[_Bernoulli] |
✗ |
63.244 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Abel] |
✗ |
5.042 |
|
|
[[_homogeneous, ‘class D‘]] |
✓ |
15.822 |
|
|
[[_homogeneous, ‘class D‘]] |
✓ |
12.305 |
|
|
[[_1st_order, _with_linear_symmetries]] |
✓ |
3.872 |
|
|
[_rational] |
✗ |
6.481 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Abel] |
✓ |
21.698 |
|
|
[_rational] |
✗ |
6.743 |
|
|
[[_homogeneous, ‘class D‘]] |
✓ |
24.817 |
|
|
[_rational] |
✓ |
3.458 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Abel] |
✓ |
3.345 |
|
|
[[_homogeneous, ‘class D‘]] |
✓ |
47.265 |
|
|
[[_homogeneous, ‘class D‘]] |
✓ |
46.929 |
|
|
[_rational] |
✗ |
4.816 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Abel] |
✓ |
2.925 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], [_Abel, ‘2nd type‘, ‘class A‘]] |
✗ |
2.353 |
|
|
[[_1st_order, _with_linear_symmetries], _Abel] |
✓ |
2.668 |
|
|
[[_1st_order, _with_linear_symmetries], _Abel] |
✓ |
1.731 |
|
|
[[_1st_order, _with_linear_symmetries], _Abel] |
✓ |
1.723 |
|
|
[_rational, _Abel] |
✗ |
2.522 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(y)]‘], _Abel] |
✓ |
6.468 |
|
|
[[_homogeneous, ‘class D‘], _rational, _Abel] |
✓ |
1.799 |
|
|
[[_1st_order, _with_linear_symmetries], _rational, _Abel] |
✓ |
1.787 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Abel] |
✓ |
2.421 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Abel] |
✓ |
2.035 |
|
|
[_Abel] |
✓ |
40.247 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Abel] |
✓ |
2.979 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(y)]‘], _Abel] |
✗ |
4.328 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Abel] |
✓ |
2.403 |
|
|
[_Abel] |
✓ |
2.393 |
|
|
[[_homogeneous, ‘class D‘], _Riccati] |
✓ |
2.679 |
|
|
[[_homogeneous, ‘class D‘], _Riccati] |
✓ |
2.460 |
|
|
[[_homogeneous, ‘class D‘], _Riccati] |
✓ |
3.204 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Riccati] |
✓ |
2.707 |
|
|
[[_homogeneous, ‘class D‘], _Riccati] |
✓ |
2.446 |
|
|
[[_homogeneous, ‘class D‘], _Riccati] |
✓ |
2.069 |
|
|
[_Riccati] |
✓ |
3.049 |
|
|
[_Riccati] |
✓ |
3.624 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Riccati] |
✓ |
1.831 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Riccati] |
✓ |
6.873 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Riccati] |
✓ |
2.539 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Riccati] |
✓ |
52.162 |
|
|
[[_1st_order, _with_linear_symmetries], _Riccati] |
✓ |
2.408 |
|
|
[_Riccati] |
✓ |
2.761 |
|
|
[[_2nd_order, _quadrature]] |
✓ |
1.957 |
|
|
[[_2nd_order, _missing_x]] |
✓ |
2.102 |
|
|
[[_2nd_order, _linear, _nonhomogeneous]] |
✓ |
2.339 |
|
|
[[_2nd_order, _linear, _nonhomogeneous]] |
✓ |
2.721 |
|