1 Convolution calculator

Convolution calculator

Enter first data sequence:
Enter second data sequence:
Result data sequence:

Convolution calculation

The sequence y(n) is equal to the convolution of sequences x(n) and h(n):

y(n)=x(n)*h(n)=\sum_{k=-\infty }^{\infty }x(k)h(n-k)

For finite sequences x(n) with M values and h(n) with N values:

y(n)=\sum_{k=0 }^{N }x(n+k)h(N-1-k)

 For n = 0 .. M+N-2


See also

Do my Math Homework 1
What is the consequence of changing over the condition? Completing every one of the changes recorded above can give either a condition that has indistinguishable roots from the first condition, or a condition, among the underlying foundations of which contains every one of the foundations of the first condition, however which can likewise have different roots, or a condition that does exclude every one of the roots underlying foundations of the changed condition. In the accompanying passages, we will dissect which of these changes under which conditions lead to which conditions. It is critical to know for the fruitful arrangement of conditions.

Users write Now: BluCari • 10 months ago • edited I understood why the calculator gives 2 + 2x2 8 in the example because it counts 2 + 2 first and then only 4x2, as it were, the first 2 + 2 example solves first and then the other does the answer and it turns out 8 I know it's obvious, but some don't.

More Calculators: 1