 | 1 | initial version |
Are vector functions supported in sage?
as in:
f1(r,phi,theta) = 1/r
f2(r,phi,theta) = 1
f3(r,phi,theta) = 1
F = vector([f1, f2, f3])
G=gradient(F) # vector function
An ancient post seems to suggest that gradient has to be defined with a positional python-argument like gradient(*F).
Is there a way for "gradient" to take the vector symbolically as an argument?
| | 2 | No.2 Revision |
Are vector functions supported in sage?
as in:
f1(r,phi,theta) = 1/r
f2(r,phi,theta) = 1
f3(r,phi,theta) = 1
F = vector([f1, f2, f3])
G=gradient(F) G=rot(F) # vector function
An ancient post seems to suggest that gradient rot has to be defined with a positional python-argument like gradient(*F).rot(*F).
Is there a way for "gradient" "rot" to take the vector symbolically as an argument?
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