Gaussian Integration∫−∞∞e−x2dx=[∫−∞∞e−x2dx∫−∞∞e− y2dy]1 / 2=[∫02 π∫0∞e−r2r rⅆ ⅆ θ]1 / 2=[π∫0∞e−udu]1 /
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Gaussian Integration∫−∞∞e−x2dx=[∫−∞∞e−x2dx∫−∞∞e− y2dy]1 / 2=[∫02 π∫0∞e−r2r rⅆ ⅆ θ]1 / 2=[π∫0∞e−udu]1 /
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