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L2 Norm

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Compute the L2 norm of each row of a matrix.

Given matrix $X$ of shape $n \times m$ in row-major order, produce vector $\underline{y}$ of length $n$ such that

y_i = \sqrt{\sum_{j}^{m} X_{i\,j}^2}

Input

X - input matrix of shape $n \times m$ stored in row-major order.
n - the number of rows in X.
m - the number of columns in X.

Output

Y - output vector of length n where each element is the L2 norm of the corresponding row of X.

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