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Implementation of the function
f \colon R^n \to (0,∞),\, \vec{x} \mapsto f(\vec{x}) = \exp(-\vec{x}\cdot\vec{x}) = \exp(-∑_{i=1}^n x_i^2),
where n \in \{1,2,3,…\} is the dimension of the integration domain R^n = \times_{i=1}^n R. In this case the integral is know to be
\int_{R^n} f(\vec{x}) d\vec{x} = π^{n/2}.
The instance needs to be created with one parameter representing n.
dim
An integer that captures the dimension
1 2 | n <- as.integer(3)
f <- new("Rn_Gauss",dim=n)
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