Quadrics Of Codimension Research Articles

Linearity of Automorphisms of Standard Quadrics of Codimension m in ℂm+n

Standard quadrics of codimension \(m\) in \(\mathbb{C}^{\user1{m}\user2{ + }\user1{n}} \) are considered. A condition for all automorphisms of such quadrics to be linear is given.

The Dimension Conjecture for Quadrics of Codimension Three and Higher

The Dimension Conjecture for Quadrics of Codimension Three and Higher

Quadrics of codimension 4 in ℂ7 and their automorphisms

Automorphisms of nondegenerate (4, 3)-quadrics are studied. We classify quadrics of this kind with nonlinear automorphisms and find the dimensions of their groups of automorphisms.

A Matrix Poincaré formula for holomorphic automorphisms of quadrics of higher codimension. Real Associative Quadrics

In this paper we describe the holomorphic automorphisms for two infinite series of Hermitian quadrics: quadrics of real co-dimension 2 in ℂn+2 and a special class of quadrics of co-dimension n in ℂ2n with large automorphism groups (Real Associative Quadrics).

Description of the algebra of infinitesimal automorphisms of quadrics of codimension two and their classification

Description of the algebra of infinitesimal automorphisms of quadrics of codimension two and their classification