Aug 21, 2017 · Title:A subspace code of size 333 in the setting of a binary q-analog of the Fano plane. Authors:Daniel Heinlein, Michael Kiermaier, Sascha ...

We show that there is a binary subspace code of constant dimension 3 in ambient dimension 7, having minimum subspace distance 4 and cardinality 333, i.e., ...

It is shown that there is a binary subspace code of constant dimension 3 in ambient dimension 7, having minimum subspace distance 4 and cardinality 333, ...

Abstract. We show that there is a binary subspace code of constant dimension 3 in ambient dimension 7, having minimum subspace distance 4 and cardinality ...

We show that there is a binary subspace code of constant dimension 3 in ambient dimension 7, having minimum distance 4 and cardinality 333, i.e., ...

We show that there is a binary subspace code of constant dimension 3 in ambient dimension 7, having minimum subspace distance 4 and cardinality 333, i.e., ...

A SUBSPACE CODE OF SIZE 333 IN THE SETTING OF A BINARY FANO PLANE. 5. From the group-theoretic point of view it remains to describe how the conjugacy classes ...

Daniel Heinlein, Michael Kiermaier, Sascha Kurz, Alfred Wassermann: A subspace code of size 333 in the setting of a binary q-analog of the Fano plane.

Jul 19, 2019 · ... 333. q ? 333 ≤A2(7,4; 3). FqFn. q ... A q-analog of the Fano plane would be the largest possible [7, 4; 3] q constant dimension subspace code.

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