Dérivations dans les algèbres gamétiques. II (Q800472)

This note continues the discussion of derivations of gametic algebras [\textit{R. Costa}, On the derivations of gametic algebras for polyploidy with multiple alleles, Bol. Soc. Bras. Mat. 13, No.2, 69-81 (1982), and part I by the same authors and R. Costa, Commun. Algebra 12, 239-243 (1984; Zbl 0534.17010)]. Its main theorem gives the structure of the Lie algebra of derivations of a diploid population with \(n+1\) alleles, and the solvability of this Lie algebra is considered. An interpretation of derivations in genetic terms would be of interest.