 | 1 | initial version |
One new question. I sincerely apologize to use so much the common ressource. This works perfectly
x,θ,z = SR.var('x θ z')
y = function('y')
x = function('x')
diff(y(x(θ,z)), z)
My question is simply is there a way to substitute $y^\prime(x(\theta,z))$ to $D_0(y(x(\theta,z))$ since $y$ is univariate ? And if this is possible to do the same thing for second order.
One new question. I sincerely apologize to use so much the common ressource. This works perfectly
x,θ,z = SR.var('x θ z')
y = function('y')
x = function('x')
diff(y(x(θ,z)), z)
My question is simply is there a way to substitute $y^\prime(x(\theta,z))$ to $D_0(y(x(\theta,z))$ since $y$ is univariate ? And if this is possible to do the same thing for second order.
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