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Reciprocal Symmetry on $$[a,b]$$
For a suitable integrand:
$$\int_a^bf(x)\,dx=\int_{1/b}^{1/a}\frac{f(1/t)}{t^2}\,dt$$
Usage
- Used to transform integrals under the substitution $$x=1/t$$.
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Reciprocal Symmetry on $$[a,b]$$
For a suitable integrand:
$$\int_a^bf(x)\,dx=\int_{1/b}^{1/a}\frac{f(1/t)}{t^2}\,dt$$
Usage
- Used to transform integrals under the substitution $$x=1/t$$.
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