| 1 | initial version |
Following @achrzesz's inspiration :
sage: SR(str(SHV.display()))._sympy_().simplify()
0
HTH,
| 2 | No.2 Revision |
Following @achrzesz's inspiration :
sage: SR(str(SHV.display()))._sympy_().simplify()
0
And, BTW,
sage: SR(str(SHV.display()))._mathematica_().FullSimplify()
0
HTH,
| 3 | No.3 Revision |
Following @achrzesz's inspiration :
sage: SR(str(SHV.display()))._sympy_().simplify()
0
And, BTW,BTW, using the gratis-but-not-free Wolfram engine :
sage: SR(str(SHV.display()))._mathematica_().FullSimplify()
0
HTH,
| 4 | No.4 Revision |
Following @achrzesz's inspiration :
sage: SR(str(SHV.display()))._sympy_().simplify()
0
And, BTW, using the gratis-but-not-free Wolfram engine :
sage: SR(str(SHV.display()))._mathematica_().FullSimplify()
0
I agree that the SR(str(SHV.display())) dirty trick is atrocious ; its sole virtue is to work in this case...
HTH,
| 5 | No.5 Revision |
Following @achrzesz's inspiration :
sage: SR(str(SHV.display()))._sympy_().simplify()
0
And, BTW, using the gratis-but-not-free Wolfram engine :
sage: SR(str(SHV.display()))._mathematica_().FullSimplify()
0
I agree that the SR(str(SHV.display())) dirty trick is atrocious ; its sole virtue is to work in this case...
EDIT :
See below @FrédéricC's comment, which led me to :
sage: SHV[1].expr(method="sympy").simplify()
0
HTH,
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