AbstractIn this note, we give an alternative and considerably shorter proof of a result of Shult [E.E. Shult. Geometric hyperplanes of embeddable Grassmannians, J. Algebra 145 (1992) 55–82] stating that all hyperplanes of embeddable Grassmannians arise from projective embeddings
Combining theoretical arguments with calculations in the computer algebra package GAP, we are able t...
Let H-n, n >= 1, be the near 2n-gon defined on the 1-factors of the complete graph on 2n + 2 vertice...
Let H-n, n >= 1, be the near 2n-gon defined on the 1-factors of the complete graph on 2n + 2 vertice...
In this note, we give an alternative and considerably shorter proof of a result of Shult stating tha...
In this note, we give an alternative and considerably shorter proof of a result of Shult stating tha...
In this note, we give an alternative and considerably shorter proof of a result of Shult stating tha...
AbstractIt is proved that every geometric hyperplane of an embeddable Grassmann space of finite rank...
AbstractIn this note, we give an alternative and considerably shorter proof of a result of Shult [E....
Let \geq 2$, let ,K'$ be fields such that '$ is a quadratic Galois-extension of $ and let $\theta$ ...
Let \geq 2$, let ,K'$ be fields such that '$ is a quadratic Galois-extension of $ and let $\theta$ ...
Let \geq 2$, let ,K'$ be fields such that '$ is a quadratic Galois-extension of $ and let $\theta$ ...
AbstractLet Γ′ and Γ be two Grassmannians. The standard embedding φ:Γ′×Γ→P̄ is obtained by combining...
AbstractLet Γn(q) denote the geometry of the hyperbolic lines of the symplectic polar space W(2n-1,q...
AbstractLet n⩾2, let K,K′ be fields such that K′ is a quadratic Galois-extension of K and let θ deno...
We show that there are 6 isomorphism classes of hyperplanes of the dual polar space $\Delta = DW(5,2...
Combining theoretical arguments with calculations in the computer algebra package GAP, we are able t...
Let H-n, n >= 1, be the near 2n-gon defined on the 1-factors of the complete graph on 2n + 2 vertice...
Let H-n, n >= 1, be the near 2n-gon defined on the 1-factors of the complete graph on 2n + 2 vertice...
In this note, we give an alternative and considerably shorter proof of a result of Shult stating tha...
In this note, we give an alternative and considerably shorter proof of a result of Shult stating tha...
In this note, we give an alternative and considerably shorter proof of a result of Shult stating tha...
AbstractIt is proved that every geometric hyperplane of an embeddable Grassmann space of finite rank...
AbstractIn this note, we give an alternative and considerably shorter proof of a result of Shult [E....
Let \geq 2$, let ,K'$ be fields such that '$ is a quadratic Galois-extension of $ and let $\theta$ ...
Let \geq 2$, let ,K'$ be fields such that '$ is a quadratic Galois-extension of $ and let $\theta$ ...
Let \geq 2$, let ,K'$ be fields such that '$ is a quadratic Galois-extension of $ and let $\theta$ ...
AbstractLet Γ′ and Γ be two Grassmannians. The standard embedding φ:Γ′×Γ→P̄ is obtained by combining...
AbstractLet Γn(q) denote the geometry of the hyperbolic lines of the symplectic polar space W(2n-1,q...
AbstractLet n⩾2, let K,K′ be fields such that K′ is a quadratic Galois-extension of K and let θ deno...
We show that there are 6 isomorphism classes of hyperplanes of the dual polar space $\Delta = DW(5,2...
Combining theoretical arguments with calculations in the computer algebra package GAP, we are able t...
Let H-n, n >= 1, be the near 2n-gon defined on the 1-factors of the complete graph on 2n + 2 vertice...
Let H-n, n >= 1, be the near 2n-gon defined on the 1-factors of the complete graph on 2n + 2 vertice...
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