- #1
terryaki1016
- 2
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If L is the following first-order linear differential operator
L = p(x) d/dx
then determine the adjoint operator L* such that
integral from (a to b) [uL*(v) − vL(u)] dx = B(x) |from b to a|
What is B(x)?
sorry.. on my book there's only self-adjointness
i don't quiet understand what is the adjoint liear operator.
may someone solve this problem and tell me what exactly adjoint linear operator is ?
L = p(x) d/dx
then determine the adjoint operator L* such that
integral from (a to b) [uL*(v) − vL(u)] dx = B(x) |from b to a|
What is B(x)?
sorry.. on my book there's only self-adjointness
i don't quiet understand what is the adjoint liear operator.
may someone solve this problem and tell me what exactly adjoint linear operator is ?