Two classes of hyperplanes of dual polar spaces without subquadrangular quads - researchr publication related

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Bart De Bruyn. Two classes of hyperplanes of dual polar spaces without subquadrangular quads. Journal of Combinatorial Theory, Series A, 115(5):893-902, 2008. [doi]

The following publications are possibly variants of this publication:

Locally subquadrangular hyperplanes in symplectic and Hermitian dual polar spacesBart De Bruyn. ejc, 31(6):1586-1593, 2010. [doi]

On a Class of Hyperplanes of the Symplectic and Hermitian Dual Polar SpacesBart De Bruyn. combinatorics, 16(1), 2009. [doi]

Hyperplanes of Hermitian dual polar spaces of rank 3 containing a quadBart De Bruyn. dcc, 79(3):507-533, 2016. [doi]

On extensions of hyperplanes of dual polar spacesBart De Bruyn. JCT, 118(3):949-961, 2011. [doi]

Valuations and hyperplanes of dual polar spacesBart De Bruyn, Pieter Vandecasteele. JCT, 112(2):194-211, 2005. [doi]

On the simple connectedness of hyperplane complements in dual polar spacesIlaria Cardinali, Bart De Bruyn, Antonio Pasini. DM, 309(2):294-303, 2009. [doi]

A characterization of the SDPS-hyperplanes of dual polar spacesBart De Bruyn. ejc, 28(3):705-714, 2007. [doi]

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