例句與造句

1. for some " integrating by parts and assuming that the surface terms can be neglected.
2. When the domain term is integrated by parts, the following local weak form of the weighted residual equation is obtained
3. The fact that you're getting information about the derivative of the function you're integrating suggests integrating by parts.
4. Multiply each side of the equation by a " test function " \ varphi and integrate by parts using Green's theorem to obtain
5. for some, goes to zero faster than a integrate by parts ( after a Wick rotation, followed by a Wick rotation back ) to get the following Schwinger Dyson equations for the expectation:
6. It's difficult to find integrating by parts in a sentence. 用integrating by parts造句挺難的
7. Hence I'd like to be able to get the antiderivative, integrating by parts to give an equation in terms of x / sin x + x ^ 2 trig ( x ) + x ^ 3 trig2 ( x ) + etc which looks likes it always converges ( assuming this haven't checked since integration by simpsons rule will be just as good in terms of the calculation ) . ( trig ( x ) means an expression involving sin's and cosine's of x)