The Laplace Transform L is a type of linear operator. There are two conditions for something to be a linear operator (on

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The Laplace Transform L is a type of linear operator. There are two conditions for something to be a linear operator (on

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The Laplace Transform L Is A Type Of Linear Operator There Are Two Conditions For Something To Be A Linear Operator On 1
The Laplace Transform L Is A Type Of Linear Operator There Are Two Conditions For Something To Be A Linear Operator On 1 (47.13 KiB) Viewed 10 times
The Laplace Transform L is a type of linear operator. There are two conditions for something to be a linear operator (one about addition, one about coefficients). First off, what are the two conditions. Second, there are two polynomials that are linear operators. The zero function f(x) = 0 is one. Whats the other? Why is it that f(x) = x² is not a linear operator?
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