# Why the tensor product of list of variable change the subscript position in products

{Subscript[g, 1],Subscript[e, 1]}\[TensorProduct]{Subscript[g, 2],Subscript[e, 2]}\[TensorProduct]{Subscript[g, 3],Subscript[e, 3]}


I am expecting answer like ...

{{{Subscript[g, 1] Subscript[g, 2] Subscript[g, 3],
Subscript[g, 1] Subscript[g, 2] Subscript[e, 3]}, {
Subscript[g, 1] Subscript[e, 2] Subscript[g, 3],
Subscript[g, 1] Subscript[e, 2] Subscript[e, 3] }}, {{Subscript[e,
1] Subscript[g, 2] Subscript[g, 3],
Subscript[e, 1] Subscript[g, 2] Subscript[e, 3] }, {Subscript[e, 1]
Subscript[e, 2] Subscript[g, 3],
Subscript[e, 1] Subscript[e, 2] Subscript[e, 3]}}}


Why it change the sequence in the product?

-

Any product gets reordered alphabetically by Mathematica, apparently. Try entering g*e and e*g, and you'll see they are both reordered to e g, which works just fine when all multiplications are commutative.
If you really want the g terms to come before the e terms, then you might find some of the solutions here to be of use. Conversely, if you just use h or any other letter after g in place of e then that also solves your problem I think.