dnjs_fact.m
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			function [res] = dnjs_fact(n,j,s)
			% Compute the dnjs from Ln*Lj = sum_s dnjs Ls with factorials only
			binomial = @(n,k) factorial(n)./factorial(n-k)./factorial(k);
			res = 0;
			for n1 = 0:n
			for j1 = 0:j
			for s1 = 0:s
			res = res ...
			+(-1).^(n1+j1+s1)...
			.* binomial(n,n1) .* binomial(j,j1) .* binomial(s,s1)...
			./ factorial(n1) ./ factorial(j1) ./ factorial(s1)...
			.* factorial(n1+j1+s1);
			end
			end
			end
			end

gyacomo/matlab/dnjs_fact.m0d685e3b68a2master