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- Antiderivative
- Bounded isolated-point removability for weak first derivatives
- Causal Green function of a damped oscillator
- Causal Green function of an overdamped oscillator
- Causal response of a first-order relaxation equation
- Convolution theorem for Laplace transforms
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- Discrete-jump model of Barkhausen noise
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- Green function of an undamped oscillator
- Heat-kernel solution
- Heaviside forcing in a first-order integrating-factor equation
- Impulse cancellation of a harmonic oscillator
- Jump response of a localized analyzing function
- Laplace transform
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- Piecewise continuous function
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The Heaviside step function, often denoted as \( H(t) \) or \( u(t) \), is a piecewise function that plays a significant role in various branches of mathematics and engineering, particularly in control theory and signal processing.
