Let R=K[x1β,...,xnβ] be the polynomial ring in n variables over a field
K and let J be a matroidal ideal of degree d in R. In this paper, we
study the class of sequentially Cohen-Macaulay matroidal ideals. In particular,
all sequentially Cohen-Macaulay matroidal ideals of degree 2 are classified.
Furthermore, we give a classification of sequentially Cohen-Macaulay matroidal
ideals of degree dβ₯3 in some special cases.Comment: 12 pages, Comments are welcome