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Convolution Integral produces Output Signal, Continuous-Time Signal defined in terms of Support, Continuous-Time System may be LTI System, LTI System obeys properties of Time- Invariance, LTI System obeys properties of Linearity, Finite Length example Unit Impulse, Unit Impulse used for Sampling, Unit Impulse used for Shifting, LTI System may be Stable, LTI System may be Causal, Convolution Integral operates on Impulse Response, Convolution Integral operates on Input Signal, Two-Sided Infinite Length example Sinusoids, Continuous-Time System transforms Continuous-Time Signal, LTI System described by Impulse Response, Unit Impulse derivative of Unit Step, One-Sided Infinite Length example Unit Step, Support can be Two-Sided Infinite Length, Support can be One-Sided Infinite Length, Support can be Finite Length, Convolution Integral obeys properties of Associativity, Convolution Integral obeys properties of Commutativity, Convolution Integral obeys properties of Distributivity Over Addition