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Abstract
A systematic study of equi-isoclinic n-tuples of the Grassmann manifold G(d, N) is initiated. After basic results in the general case, the article focuses on the case d = 2. In particular the lists of all regular equi-isoclinic n-tuples of G(2, 2n) and of all equi-isoclinic quadruples of G(2, 6) are established.
Key words.: Grassmann manifold; equi-isoclinic; Seidel M-matrix; holonomy; packing; distance geometry
Received: 2007-01-22
Published Online: 2009-09-10
Published in Print: 2009-October
© de Gruyter 2009
