The integral is approximated by a rectangular method, using the values stored in matrix
The number of grid nodes on the squared grid containing the desired triangle.
Positive number: minimum distance from any node inside the simplex to the simplex boundary
Integration is made with respect to the Lebesgue measure on the projection of the simplex onto the plane (x,y): x > 0, y > 0, x+y < 1.
It is assumed that
density has been constructed on a
grid obtained via function
equi set to
eps equal to those passed to
The value of the estimated integral of
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