Pages that link to "Item:Q3845445"

The following pages link to Some extreme forms defined in terms of Abelian groups (Q3845445):

Displaying 24 items.

• Few-cosine spherical codes and Barnes-Wall lattices (Q958727) (← links)
• Rank 72 high minimum norm lattices (Q984838) (← links)
• Congruences for certain theta series (Q1271161) (← links)
• On the period matrix of a Riemann surface of large genus (with an appendix by J. H. Conway and N. J. A. Sloane) (Q1328153) (← links)
• Basic spin representations of \(2\mathbb{S}_ n\) and \(2\mathbb{A}_ n\) as globally irreducible representations (Q1345842) (← links)
• Symplectic groups, symplectic spreads, codes, and unimodular lattices (Q1365015) (← links)
• Packings with large minimum kissing numbers (Q1377762) (← links)
• A family of optimal packings in Grassmannian manifolds (Q1383812) (← links)
• The lattices \(BW_{32}\) and \(U_{32}\) are equivalent (Q1805361) (← links)
• On the sublattices of the Barnes-Wall lattice (Q1914708) (← links)
• Pieces of eight: semiselfdual lattices and a new foundation for the theory of Conway and Mathieu groups (Q1969015) (← links)
• Vertex operator algebras with positive central charges whose dimensions of weight one spaces are 8 and 16 (Q2097251) (← links)
• Midwest cousins of Barnes-Wall lattices (Q2268803) (← links)
• List-decoding Barnes-Wall lattices (Q2410678) (← links)
• Pieces of \(2^d\)\,: existence and uniqueness for Barnes-Wall and Ypsilanti lattices (Q2566196) (← links)
• A new lower bound for Hermite's constant for symplectic lattices (Q2890256) (← links)
• On the Voronoi Regions of Certain Lattices (Q3216733) (← links)
• Strongly perfect lattices sandwiched between Barnes–Wall lattices (Q3304709) (← links)
• Further lattice packings in high dimensions (Q3951167) (← links)
• The automorphism group of the -orbifold of the Barnes–Wall lattice vertex operator algebra of central charge 32 (Q5408706) (← links)
• On the Clifford Collineation, Transform and Similarity Groups (IV): An Application to Quadratic Forms (Q5733668) (← links)
• Symmetric squares, spherical designs, and lattice minima. Appendix: Two-designs and code minima by Christine Bachoc and Pham Huu Tiep (Q5938606) (← links)
• New classes of affine-invariant codes sandwiched between Reed-Muller codes (Q6063250) (← links)
• Construction-D lattice from Garcia–Stichtenoth tower code (Q6499093) (← links)