# |
ODE |
CAS classification |
Solved? |
time (sec) |
|
[[_1st_order, ‘_with_symmetry_[F(x),G(y)]‘]] |
✗ |
3.178 |
|
|
[‘y=_G(x,y’)‘] |
✗ |
19.459 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
7.165 |
|
|
[‘y=_G(x,y’)‘] |
✗ |
12.894 |
|
|
[NONE] |
✗ |
3.597 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x)*G(y),0]‘], [_Abel, ‘2nd type‘, ‘class B‘]] |
✓ |
2.313 |
|
|
[[_homogeneous, ‘class C‘], _rational, _Abel] |
✓ |
75.500 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Riccati] |
✓ |
1.780 |
|
|
[‘y=_G(x,y’)‘] |
✗ |
39.787 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘]] |
✗ |
46.427 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘]] |
✗ |
39.150 |
|
|
[_rational, [_Abel, ‘2nd type‘, ‘class C‘], [_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
2.575 |
|
|
[[_Abel, ‘2nd type‘, ‘class C‘]] |
✗ |
5.086 |
|
|
[_rational] |
✗ |
2.729 |
|
|
[‘y=_G(x,y’)‘] |
✗ |
58.917 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x)*G(y),0]‘]] |
✓ |
2.819 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘]] |
✗ |
36.797 |
|
|
[‘y=_G(x,y’)‘] |
✗ |
58.983 |
|
|
[_rational] |
✓ |
2.117 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Riccati] |
✓ |
2.741 |
|
|
[_rational] |
✓ |
1.531 |
|
|
[[_homogeneous, ‘class D‘], _rational, [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
3.935 |
|
|
[_Abel] |
✗ |
17.556 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
2.622 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
6.904 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x)*G(y),0]‘]] |
✓ |
3.153 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
42.284 |
|
|
[_rational] |
✓ |
1.537 |
|
|
[‘y=_G(x,y’)‘] |
✗ |
55.730 |
|
|
[_rational] |
✗ |
2.481 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
7.183 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
3.097 |
|
|
[NONE] |
✗ |
2.574 |
|
|
[_rational, [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
1.704 |
|
|
[_rational, _Riccati] |
✓ |
22.113 |
|
|
[[_1st_order, _with_linear_symmetries]] |
✓ |
2.213 |
|
|
[[_1st_order, _with_linear_symmetries]] |
✓ |
2.003 |
|
|
[_rational] |
✗ |
5.290 |
|
|
[_Riccati] |
✓ |
6.840 |
|
|
[_Riccati] |
✓ |
2.984 |
|
|
[_rational, [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
1.717 |
|
|
[NONE] |
✗ |
39.198 |
|
|
[‘y=_G(x,y’)‘] |
✗ |
2.374 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘]] |
✗ |
36.358 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(y)]‘]] |
✗ |
5.129 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘]] |
✗ |
37.032 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(y)]‘]] |
✗ |
7.891 |
|
|
[[_homogeneous, ‘class C‘], _Abel] |
✓ |
10.546 |
|
|
[[_homogeneous, ‘class C‘], _Abel] |
✓ |
10.727 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
2.421 |
|
|
[NONE] |
✗ |
4.447 |
|
|
[NONE] |
✗ |
4.409 |
|
|
[NONE] |
✗ |
2.575 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘]] |
✗ |
36.918 |
|
|
[[_homogeneous, ‘class C‘], _Abel] |
✓ |
10.569 |
|
|
[NONE] |
✗ |
2.625 |
|
|
[‘y=_G(x,y’)‘] |
✓ |
3.848 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
3.000 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
7.897 |
|
|
[[_Abel, ‘2nd type‘, ‘class C‘], [_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✓ |
4.029 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
3.919 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘]] |
✗ |
38.094 |
|
|
[[_1st_order, _with_linear_symmetries], _Abel] |
✓ |
1.347 |
|
|
[[_1st_order, _with_linear_symmetries], _Abel] |
✓ |
1.254 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], [_Abel, ‘2nd type‘, ‘class A‘]] |
✗ |
2.447 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
4.279 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Riccati] |
✓ |
2.192 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], [_Abel, ‘2nd type‘, ‘class B‘]] |
✓ |
2.689 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x)*G(y),0]‘]] |
✓ |
2.970 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Abel] |
✓ |
2.077 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
34.743 |
|
|
[_rational, [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
3.182 |
|
|
[[_1st_order, _with_linear_symmetries], _rational, [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
2.058 |
|
|
[_rational] |
✗ |
3.181 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✗ |
9.806 |
|
|
[[_1st_order, _with_linear_symmetries]] |
✓ |
1.973 |
|
|
[[_1st_order, _with_linear_symmetries], _rational, [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
2.183 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Abel] |
✓ |
7.836 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(y)]‘]] |
✗ |
5.056 |
|
|
[_rational] |
✗ |
2.648 |
|
|
[_rational] |
✗ |
3.640 |
|
|
[_rational, _Abel] |
✓ |
1.961 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], [_Abel, ‘2nd type‘, ‘class C‘]] |
✓ |
2.587 |
|
|
[_rational, [_Abel, ‘2nd type‘, ‘class C‘], [_1st_order, ‘_with_symmetry_[F(x),G(x)*y+H(x)]‘]] |
✓ |
3.137 |
|
|
[[_1st_order, ‘_with_symmetry_[F(x),G(y)]‘]] |
✗ |
42.122 |
|
|
[_rational] |
✗ |
2.610 |
|
|
[_rational, [_Abel, ‘2nd type‘, ‘class C‘]] |
✗ |
3.348 |
|
|
[[_1st_order, _with_linear_symmetries]] |
✓ |
3.528 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Abel] |
✗ |
3.111 |
|
|
[_rational] |
✗ |
3.566 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], [_Abel, ‘2nd type‘, ‘class C‘]] |
✗ |
4.705 |
|
|
[_rational] |
✗ |
2.661 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], [_Abel, ‘2nd type‘, ‘class C‘]] |
✗ |
11.089 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], [_Abel, ‘2nd type‘, ‘class C‘]] |
✗ |
3.479 |
|
|
[_rational, [_1st_order, ‘_with_symmetry_[F(x),G(x)]‘], _Abel] |
✓ |
1.822 |
|
|
[[_1st_order, _with_linear_symmetries], _rational] |
✓ |
2.141 |
|
|
[NONE] |
✓ |
2.039 |
|
|
[_rational] |
✗ |
3.075 |
|
|
[[_homogeneous, ‘class D‘]] |
✓ |
8.978 |
|
|
[[_homogeneous, ‘class D‘]] |
✓ |
12.934 |
|