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Research on integrals of the second category curved surface

机译:第二类曲面积分研究

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In this thesis, surface integrals and the relationship between characteristics of the second class and second class double integral surface integrals, analyzes the application of the law of symmetry integral calculation, even if the integration region derived symmetric integrand is an odd function integral value characteristic is not necessarily zero. And pointed out that the feasibility of the method is definitely second class surface integrals.
机译:在本文中,表面积分和第二类和二级双积分积分的特征之间的关系,分析了对称性积分计算规律的应用,即使集成区导出的对称积分和奇数函数积分值特征是不一定是零。并指出该方法的可行性绝对是第二级表面积分。

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