i6 : tensorComplex1 f
o6 = | -x_(0,1,0,0)x_(1,0,0,0)+x_(0,0,0,0)x_(1,1,0,0) 0 -x_(0,1,0,0)x_(2,0,0,0)+x_(0,0,0,0)x_(2,1,0,0) 0 -x_(1,1,0,0)x_(2,0,0,0)+x_(1,0,0,0)x_(2,1,0,0) 0 -x_(0,1,0,0)x_(3,0,0,0)+x_(0,0,0,0)x_(3,1,0,0) 0 -x_(1,1,0,0)x_(3,0,0,0)+x_(1,0,0,0)x_(3,1,0,0) 0 -x_(2,1,0,0)x_(3,0,0,0)+x_(2,0,0,0)x_(3,1,0,0) 0 -x_(0,1,0,0)x_(4,0,0,0)+x_(0,0,0,0)x_(4,1,0,0) 0 -x_(1,1,0,0)x_(4,0,0,0)+x_(1,0,0,0)x_(4,1,0,0) 0 -x_(2,1,0,0)x_(4,0,0,0)+x_(2,0,0,0)x_(4,1,0,0) 0 -x_(3,1,0,0)x_(4,0,0,0)+x_(3,0,0,0)x_(4,1,0,0) 0 |
| -x_(0,1,0,1)x_(1,0,0,0)-x_(0,1,0,0)x_(1,0,0,1)+x_(0,0,0,1)x_(1,1,0,0)+x_(0,0,0,0)x_(1,1,0,1) -x_(0,1,0,0)x_(1,0,0,0)+x_(0,0,0,0)x_(1,1,0,0) -x_(0,1,0,1)x_(2,0,0,0)-x_(0,1,0,0)x_(2,0,0,1)+x_(0,0,0,1)x_(2,1,0,0)+x_(0,0,0,0)x_(2,1,0,1) -x_(0,1,0,0)x_(2,0,0,0)+x_(0,0,0,0)x_(2,1,0,0) -x_(1,1,0,1)x_(2,0,0,0)-x_(1,1,0,0)x_(2,0,0,1)+x_(1,0,0,1)x_(2,1,0,0)+x_(1,0,0,0)x_(2,1,0,1) -x_(1,1,0,0)x_(2,0,0,0)+x_(1,0,0,0)x_(2,1,0,0) -x_(0,1,0,1)x_(3,0,0,0)-x_(0,1,0,0)x_(3,0,0,1)+x_(0,0,0,1)x_(3,1,0,0)+x_(0,0,0,0)x_(3,1,0,1) -x_(0,1,0,0)x_(3,0,0,0)+x_(0,0,0,0)x_(3,1,0,0) -x_(1,1,0,1)x_(3,0,0,0)-x_(1,1,0,0)x_(3,0,0,1)+x_(1,0,0,1)x_(3,1,0,0)+x_(1,0,0,0)x_(3,1,0,1) -x_(1,1,0,0)x_(3,0,0,0)+x_(1,0,0,0)x_(3,1,0,0) -x_(2,1,0,1)x_(3,0,0,0)-x_(2,1,0,0)x_(3,0,0,1)+x_(2,0,0,1)x_(3,1,0,0)+x_(2,0,0,0)x_(3,1,0,1) -x_(2,1,0,0)x_(3,0,0,0)+x_(2,0,0,0)x_(3,1,0,0) -x_(0,1,0,1)x_(4,0,0,0)-x_(0,1,0,0)x_(4,0,0,1)+x_(0,0,0,1)x_(4,1,0,0)+x_(0,0,0,0)x_(4,1,0,1) -x_(0,1,0,0)x_(4,0,0,0)+x_(0,0,0,0)x_(4,1,0,0) -x_(1,1,0,1)x_(4,0,0,0)-x_(1,1,0,0)x_(4,0,0,1)+x_(1,0,0,1)x_(4,1,0,0)+x_(1,0,0,0)x_(4,1,0,1) -x_(1,1,0,0)x_(4,0,0,0)+x_(1,0,0,0)x_(4,1,0,0) -x_(2,1,0,1)x_(4,0,0,0)-x_(2,1,0,0)x_(4,0,0,1)+x_(2,0,0,1)x_(4,1,0,0)+x_(2,0,0,0)x_(4,1,0,1) -x_(2,1,0,0)x_(4,0,0,0)+x_(2,0,0,0)x_(4,1,0,0) -x_(3,1,0,1)x_(4,0,0,0)-x_(3,1,0,0)x_(4,0,0,1)+x_(3,0,0,1)x_(4,1,0,0)+x_(3,0,0,0)x_(4,1,0,1) -x_(3,1,0,0)x_(4,0,0,0)+x_(3,0,0,0)x_(4,1,0,0) |
| -x_(0,1,0,1)x_(1,0,0,1)+x_(0,0,0,1)x_(1,1,0,1) -x_(0,1,0,1)x_(1,0,0,0)-x_(0,1,0,0)x_(1,0,0,1)+x_(0,0,0,1)x_(1,1,0,0)+x_(0,0,0,0)x_(1,1,0,1) -x_(0,1,0,1)x_(2,0,0,1)+x_(0,0,0,1)x_(2,1,0,1) -x_(0,1,0,1)x_(2,0,0,0)-x_(0,1,0,0)x_(2,0,0,1)+x_(0,0,0,1)x_(2,1,0,0)+x_(0,0,0,0)x_(2,1,0,1) -x_(1,1,0,1)x_(2,0,0,1)+x_(1,0,0,1)x_(2,1,0,1) -x_(1,1,0,1)x_(2,0,0,0)-x_(1,1,0,0)x_(2,0,0,1)+x_(1,0,0,1)x_(2,1,0,0)+x_(1,0,0,0)x_(2,1,0,1) -x_(0,1,0,1)x_(3,0,0,1)+x_(0,0,0,1)x_(3,1,0,1) -x_(0,1,0,1)x_(3,0,0,0)-x_(0,1,0,0)x_(3,0,0,1)+x_(0,0,0,1)x_(3,1,0,0)+x_(0,0,0,0)x_(3,1,0,1) -x_(1,1,0,1)x_(3,0,0,1)+x_(1,0,0,1)x_(3,1,0,1) -x_(1,1,0,1)x_(3,0,0,0)-x_(1,1,0,0)x_(3,0,0,1)+x_(1,0,0,1)x_(3,1,0,0)+x_(1,0,0,0)x_(3,1,0,1) -x_(2,1,0,1)x_(3,0,0,1)+x_(2,0,0,1)x_(3,1,0,1) -x_(2,1,0,1)x_(3,0,0,0)-x_(2,1,0,0)x_(3,0,0,1)+x_(2,0,0,1)x_(3,1,0,0)+x_(2,0,0,0)x_(3,1,0,1) -x_(0,1,0,1)x_(4,0,0,1)+x_(0,0,0,1)x_(4,1,0,1) -x_(0,1,0,1)x_(4,0,0,0)-x_(0,1,0,0)x_(4,0,0,1)+x_(0,0,0,1)x_(4,1,0,0)+x_(0,0,0,0)x_(4,1,0,1) -x_(1,1,0,1)x_(4,0,0,1)+x_(1,0,0,1)x_(4,1,0,1) -x_(1,1,0,1)x_(4,0,0,0)-x_(1,1,0,0)x_(4,0,0,1)+x_(1,0,0,1)x_(4,1,0,0)+x_(1,0,0,0)x_(4,1,0,1) -x_(2,1,0,1)x_(4,0,0,1)+x_(2,0,0,1)x_(4,1,0,1) -x_(2,1,0,1)x_(4,0,0,0)-x_(2,1,0,0)x_(4,0,0,1)+x_(2,0,0,1)x_(4,1,0,0)+x_(2,0,0,0)x_(4,1,0,1) -x_(3,1,0,1)x_(4,0,0,1)+x_(3,0,0,1)x_(4,1,0,1) -x_(3,1,0,1)x_(4,0,0,0)-x_(3,1,0,0)x_(4,0,0,1)+x_(3,0,0,1)x_(4,1,0,0)+x_(3,0,0,0)x_(4,1,0,1) |
| 0 -x_(0,1,0,1)x_(1,0,0,1)+x_(0,0,0,1)x_(1,1,0,1) 0 -x_(0,1,0,1)x_(2,0,0,1)+x_(0,0,0,1)x_(2,1,0,1) 0 -x_(1,1,0,1)x_(2,0,0,1)+x_(1,0,0,1)x_(2,1,0,1) 0 -x_(0,1,0,1)x_(3,0,0,1)+x_(0,0,0,1)x_(3,1,0,1) 0 -x_(1,1,0,1)x_(3,0,0,1)+x_(1,0,0,1)x_(3,1,0,1) 0 -x_(2,1,0,1)x_(3,0,0,1)+x_(2,0,0,1)x_(3,1,0,1) 0 -x_(0,1,0,1)x_(4,0,0,1)+x_(0,0,0,1)x_(4,1,0,1) 0 -x_(1,1,0,1)x_(4,0,0,1)+x_(1,0,0,1)x_(4,1,0,1) 0 -x_(2,1,0,1)x_(4,0,0,1)+x_(2,0,0,1)x_(4,1,0,1) 0 -x_(3,1,0,1)x_(4,0,0,1)+x_(3,0,0,1)x_(4,1,0,1) |
4 20
o6 : Matrix S <--- S
|