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Yesterday I asked a question about the non converging integral. Woods told me that it is due to the function which has a singularity along a line which passes through the integration region. (Why does this numeric integral fail to converge?) Now the question is that how can I find a correct answer for this integral? Should I eliminate these singularities from the integral bound? How can I understand it is integrable singularity and gives convergent value or not? I read singularity handling in documentation center, but I couldn't solve the problem using Exclusions.(http://reference.wolfram.com/mathematica/tutorial/NIntegrateIntegrationStrategies.html#122144792)

Yesterday I asked a question about the non converging integral. Woods told me that it is due to the function which has a singularity along a line which passes through the integration region. (Why does this numeric integral fail to converge?) Now the question is that how can I find a correct answer for this integral? Should I eliminate these singularities from the integral bound? How can I understand it is integrable singularity and gives convergent value or not? I read singularity handling in documentation center, but I couldn't solve the problem using Exclusions.(http://reference.wolfram.com/mathematica/tutorial/NIntegrateIntegrationStrategies.html#122144792)

Yesterday I asked a question about the non converging integral. Woods told me that it is due to the function which has a singularity along a line which passes through the integration region. (Why does this numeric integral fail to converge?) Now the question is that how can I find a correct answer for this integral? Should I eliminate these singularities from the integral bound? How can I understand it is integrable and gives convergent value or not? I read singularity handling in documentation center, but I couldn't solve the problem using Exclusions.(http://reference.wolfram.com/mathematica/tutorial/NIntegrateIntegrationStrategies.html#122144792)

Yesterday I asked a question about the non converging integral. Woods told me that it is due to the function which has a singularity along a line which passes through the integration region. (Why does this numeric integral fail to converge?) Now the question is that how can I find a correct answer for this integral? Should I eliminate these singularities from the integral bound? How can I understand it is integrable singularity and gives convergent value or not? I read singularity handling in documentation center, but I couldn't solve the problem using Exclusions.(http://reference.wolfram.com/mathematica/tutorial/NIntegrateIntegrationStrategies.html#122144792)