Searching for "Symplectic Spreads." – sorted by Relevance.
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Commutative Semifields and Symplectic Spreads
- semifleldsareconstructedby usingtheirrelationshipwithsymplectic spreads.The numberofpairwisenonisomorphiccomm utative
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Symplectic Spreads From Twisted Fields
- Symplectic spreads from twisted fields L. Bader W.M. Kantor G. Lunardon y 1 Introduction A
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SKEW HADAMARD DIFFERENCE SETS FROM THE REE-TITS SLICE SYMPLECTIC SPREADS IN
- SYMPLECTIC SPREADS IN PG(3,3 2h+1 ) CUNSHENG DING, ZEYING WANG, QING XIANG 1 Abstract. Using a class
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Constructing non-regular algebraic spreads with asymplecticly complemented regulization
- ) with asymplecticly complemented regulization. In F there are symplectic spreads and also asymplectic algebraic
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Orthogonal Spreads and Translation Planes
- using orthogonal and symplectic spreads. The impetus for this came from coding theory. This paper
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New Flag-Transitive Affine Planes of Even Order
- methods in [Wi] and [Ka]: these planes arise from symplectic and orthogonal spreads combined with changing
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Symplectic semifield planes and Z4-linear codes
- sets of (m +1)× (m + 1) matrices over GF(q) for any q. Symplectic spreads (families of qm + 1 totally
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Note on Lie algebras, finite groups and finite geometries
- of \Sigma. Moreover, this is a symplectic spread : there is a symplectic structure on V such that each
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On pairs of permutable Hermitian surfaces
- on spans of Hermitian surfaces In [1] the authors show that if S is a symplectic spread of PG(3, q), where
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Equiangular lines, mutually unbiased bases and spin models, 2005, E-print: arxiv.org/quant-ph/0511004. December 31
- to as orthogonal frames) using symplectic spreads and Z4-Kerdock codes. In particular, given a symplectic spread Σ
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