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On the permutation automorphisms of binary cubic codes
We investigate the structural properties of binary cubic codes. We prove that up to dimension or codimension $4$, there is no binary linear code whose permutation automorphism group is generated by a fixed point free permutation of order $3$. We also prove that there is no $5$-dimensional binary code whose length is at least $30$ and whose permutation ...
Altunbulak, Murat +3 more
openaire +2 more sources
The Standard Model Symmetry and Qubit Entanglement. [PDF]
Szangolies J.
europepmc +1 more source
Entropic effects in cell lineage tree packings. [PDF]
Alsous JI +4 more
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New nonbinary code bounds based on divisibility arguments. [PDF]
Polak SC.
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Optimising orbit counting of arbitrary order by equation selection. [PDF]
Melckenbeeck I +5 more
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A Review of Graph and Network Complexity from an Algorithmic Information Perspective. [PDF]
Zenil H, Kiani NA, Tegnér J.
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White Box Implementations Using Non-Commutative Cryptography. [PDF]
Marin L.
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Review and application of group theory to molecular systems biology. [PDF]
Rietman EA, Karp RL, Tuszynski JA.
europepmc +1 more source
Efficient orbit-aware triad and quad census in directed and undirected graphs. [PDF]
Ortmann M, Brandes U.
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