(6.1.2) The Existence and Uniqueness of a Laplace Transform

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This video discusses the existence and uniqueness theorems for Laplace transforms.
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The Existence Theorem of Laplace transform doesn't need the strict condition of continuity of the integrable function, but the piecewise - continuity, such that the interval is partitioned by two intervals in which the function is piecewise continuous (thus bounded) on the 1st and exponentially-bounded on the 2nd one

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