Large t-intersecting families of k-subspaces in n-space (n ≥ 2k+1) admit a low-dimensional governing structure, enabling analogues of several classical extremal results.
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Structure of $t$-Intersecting Families of Vector Spaces
Large t-intersecting families of k-subspaces in n-space (n ≥ 2k+1) admit a low-dimensional governing structure, enabling analogues of several classical extremal results.