Codegree of simple Lie groups. II (Q753194)

In a preprint of the second author and \textit{K. Takahara} [Codegrees and Lie groups], the n-th codegree (number) cdg(X,n)\(\in {\mathbb{Z}}\) and its stable version \({}^ scdg(X,n)\in {\mathbb{Z}}\) were defined for every pair of a path-connected space X and a positive integer n. In a paper of the second author [Osaka J. Math. 26, No.4, 759-773 (1989; Zbl 0705.55005)], \({}^ scdg_ p(G,3)\), the exponent of a prime p in \({}^ scdg(G,3)\), was determined for some simply connected simple Lie groups G. The purpose of this paper is to continue computing \(^{(s)}cdg(G,n)\) for some (G,n).