EliminateDueSymmetries
Description
Examples
Simplify expression where symmetric tensor is contracted with antisymmetric:
setAntiSymmetric 'f_mn'
println EliminateDueSymmetries > > 'f_mn * g^mn' .t
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EliminateDueSymmetries
also checks symmetries that follows from the structure of expressions:
println EliminateDueSymmetries > > '(t_amn - t_anm) * g^mn' .t
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EliminateDueSymmetries
works with expressions with arbitrary complexity:
addSymmetry 'R_abc' , - [ 1 , 0 , 2 ] .p
addSymmetry 'A_ab' , [ 1 , 0 ] .p
def t = '((R_abc*A_de + R_bde*A_ac)*A^ce + R_adb)*(A_mf*R^mad - A_fm*R^dma)' .t
println EliminateDueSymmetries > > t
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EliminateDueSymmetries
applies to each part of expression:
def t = 'F_mn + g_mn*(A^mn - A^nm)' .t
println EliminateDueSymmetries > > t
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See also