Let $\Gamma$ be the dual of a classical polar space and let $e$ be a projective embedding of $\Gamma$, defined over a commutative division ring. We shall prove that, if $e$ is homogeneous, then it is polarized
We show that every sub-weak embedding of any singular (degenerate or not) orthogonal or unitary pola...
We show that every nondegenerate polar space of rank at least 4 with at least three points on each l...
We show that every nondegenerate polar space of rank at least 4 with at least three points on each l...
Let $\Gamma$ be the dual of a classical polar space and let $e$ be a projective embedding of $\Gamma...
Let $\Gamma$ be the dual of a classical polar space and let $e$ be a projective embedding of $\Gamma...
Let $\Gamma$ be the dual of a classical polar space and let $ be a projective embedding of $\Gamma$,...
Let $\Gamma$ be the dual of a classical polar space and let $ be a projective embedding of $\Gamma$,...
Let $\Gamma$ be the dual of a classical polar space and let $ be a projective embedding of $\Gamma$,...
Let $\Delta$ be a thick dual polar space of rank $n \geq 2$ and let $e$ be a full polarized embeddin...
Let $\Delta$ be a thick dual polar space of rank $n \geq 2$ and let $e$ be a full polarized embeddin...
Let $\Delta$ be a thick dual polar space of rank $n \geq 2$ and let $e$ be a full polarized embeddin...
Let $\Delta$ be a thick dual polar space of rank $n \geq 2$ admitting a full polarized embedding $e$...
Let $\Delta$ be a thick dual polar space of rank $n \geq 2$ admitting a full polarized embedding $e$...
Suppose O is an alternative division algebra that is quadratic over some subfield K of its center Z(...
AbstractLet Δ be a thick dual polar space and F a convex subspace of diameter at least 2 of Δ. Every...
We show that every sub-weak embedding of any singular (degenerate or not) orthogonal or unitary pola...
We show that every nondegenerate polar space of rank at least 4 with at least three points on each l...
We show that every nondegenerate polar space of rank at least 4 with at least three points on each l...
Let $\Gamma$ be the dual of a classical polar space and let $e$ be a projective embedding of $\Gamma...
Let $\Gamma$ be the dual of a classical polar space and let $e$ be a projective embedding of $\Gamma...
Let $\Gamma$ be the dual of a classical polar space and let $ be a projective embedding of $\Gamma$,...
Let $\Gamma$ be the dual of a classical polar space and let $ be a projective embedding of $\Gamma$,...
Let $\Gamma$ be the dual of a classical polar space and let $ be a projective embedding of $\Gamma$,...
Let $\Delta$ be a thick dual polar space of rank $n \geq 2$ and let $e$ be a full polarized embeddin...
Let $\Delta$ be a thick dual polar space of rank $n \geq 2$ and let $e$ be a full polarized embeddin...
Let $\Delta$ be a thick dual polar space of rank $n \geq 2$ and let $e$ be a full polarized embeddin...
Let $\Delta$ be a thick dual polar space of rank $n \geq 2$ admitting a full polarized embedding $e$...
Let $\Delta$ be a thick dual polar space of rank $n \geq 2$ admitting a full polarized embedding $e$...
Suppose O is an alternative division algebra that is quadratic over some subfield K of its center Z(...
AbstractLet Δ be a thick dual polar space and F a convex subspace of diameter at least 2 of Δ. Every...
We show that every sub-weak embedding of any singular (degenerate or not) orthogonal or unitary pola...
We show that every nondegenerate polar space of rank at least 4 with at least three points on each l...
We show that every nondegenerate polar space of rank at least 4 with at least three points on each l...
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