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(possibly indefinite) integral of product of error functions

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#definite-integrals #improper-integrals #indefinite-integrals #error-function
63
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Integrating the errorfunction using the method of undetermined coefficients

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#integration #error-function
663
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writing the "error function" $\text{erf}(x) = \frac{1}{\sqrt{2\pi}} \int_0^x e^\frac{-t^2}{2} dt$ as power series

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#calculus #real-analysis #power-series #error-function
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Asymptotic expansion of Erfi(x)

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#integration #asymptotics #power-series #error-function
295
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Picking between SVD and Gauss Newton for least sqaures error minimization

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#least-squares #svd #error-function
88
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Solution for the Fourier transform of multiplication of two error functions.

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#fourier-transform #error-function
243
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Integral involving numerous erf functions

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#definite-integrals #normal-distribution #error-function
158
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Expressing a Gaussian-like integral in terms of error function, faliure of Glasser's master theorem?

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#integration #definite-integrals #improper-integrals #error-function
336
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Double Gaussian definite integral with one variable limit

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#definite-integrals #normal-distribution #gaussian-integral #error-function
320
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Doubt on differential equation involving the complementary error function

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#ordinary-differential-equations #error-function #reduction-of-order-ode
1.3k
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Integral involving erf and exponential

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#definite-integrals #gaussian-integral #error-function
484
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Evaluating $\int_{0}^{\infty} \mathrm{erfc}(ax)\exp(bx^2+cx)dx$

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#calculus #integration #improper-integrals #error-function
661
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First order non-linear ODE with error function

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#ordinary-differential-equations #exponential-function #indefinite-integrals #error-function
174
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why do we define $\int{e^{-t^2}dt}=\frac{\sqrt{\pi}}{2}erf(t)+c$?

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#ordinary-differential-equations #error-function
695
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How can I express this solution in terms of the error function?

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#fourier-analysis #partial-derivative #recreational-mathematics #convolution #error-function

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