  New analytical expressions are found for the Levi-Civita symbol using the
Kronecker delta symbol. The expressions are derived up to 3 dimensions,
extended to higher dimensions, and confirmed in Matlab for 5 dimensions. The
expressions can be re-cast in terms of elementary and/or special functions,
which lead to the conclusion that the Levi-Civita Symbol can be treated as a
generalized, discrete function
