- #1

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∫Θ(f - f(t) )dt = t_max - t_min

Where Θ is the heaviside step function and the integral runs from 0 to infinity.

Does anyone have any idea how this integral makes sense?

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- Thread starter cytochrome
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- #1

- 166

- 2

∫Θ(f - f(t) )dt = t_max - t_min

Where Θ is the heaviside step function and the integral runs from 0 to infinity.

Does anyone have any idea how this integral makes sense?

- #2

Mark44

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Can you post a picture of the page that shows this integral?

∫Θ(f - f(t) )dt = t_max - t_min

Where Θ is the heaviside step function and the integral runs from 0 to infinity.

Does anyone have any idea how this integral makes sense?

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