The structure of the Young symmetrizers for spin representations of the symmetric group. II
In part I [J. Algebra 205, No. 2, 626-660 (1998; see the preceding review Zbl 0966.20005)] the author proved some similarities between the projective symmetrizer defined by Nazarov and the ordinary symmetrizer defined for the symmetric group by Young and Schur. In this second paper the author studies the projective symmetrizer further and gives a more efficient construction of it for a certain class of partitions.
scientific article; zbMATH DE number 1270858