- #1
junt
- 18
- 1
Hi All,
I am wondering if the function below is Integrable:
$$\frac{\exp{(-\frac{1}{2}(u-2)^2-2u^2)}}{u-2}$$
When I work it out on computer, the integral is finite from -Inf to Inf. But clearly it has a pole at u=2. Is this pole integrable? If yes, what kind of coordinate transform is required?
Any help is appreciated!
I am wondering if the function below is Integrable:
$$\frac{\exp{(-\frac{1}{2}(u-2)^2-2u^2)}}{u-2}$$
When I work it out on computer, the integral is finite from -Inf to Inf. But clearly it has a pole at u=2. Is this pole integrable? If yes, what kind of coordinate transform is required?
Any help is appreciated!
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