Differential operator
Assuming:
f(x) = 3*x
g(x) = 4*x
m = matrix([[f],[g]])
Is it possible to define L as:
L M
[d/dx] * m = [3]
[4]
?
Assuming:
f(x) = 3*x
g(x) = 4*x
m = matrix([[f],[g]])
Is it possible to define L as:
L M
[d/dx] * m = [3]
[4]
?
You can do :
sage: m.derivative(x)
[x |--> 3]
[x |--> 4]
If you do not like the mapping you can first "evaluate" to get a symbolic expression instead of a symbolic function:
sage: m(x).derivative(x)
[3]
[4]
Compare
sage: m
[x |--> 3*x]
[x |--> 4*x]
with :
sage: m(x)
[3*x]
[4*x]
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Asked: 2021-04-19 12:00:41 +0100
Seen: 228 times
Last updated: Apr 19 '21