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self_dual_polytope
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codes/classical/q-ary_digits/dual/self_dual.yml

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- 'See \href{https://www.unilim.fr/pages_perso/philippe.gaborit/SD/index.html}{Tables of Self-Dual Codes} by P. Gaborit and A. Otmani for a database of self-dual codes over \(\mathbb{F}_2\), \(\mathbb{F}_3\), \(\mathbb{F}_4\) (Euclidean or Hermitian), \(\mathbb{F}_5\), and \(\mathbb{F}_7\). See also Ref. \cite{doi:10.1016/S1071-5797(03)00011-X}.'
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- 'See \href{https://www.math.is.tohoku.ac.jp/~munemasa/selfdualcodes.htm}{Database of self-dual codes} by M. Harada and A. Munemasa for a database of self-dual codes over \(\mathbb{F}_2\), \(\mathbb{F}_3\), \(\mathbb{F}_5\), and \(\mathbb{F}_7\).'
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relations:
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parents:
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- code_id: dual

codes/classical/spherical/polytope/2d/polygon.yml

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relations:
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parents:
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- code_id: dual_polytope
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- code_id: self_dual_polytope
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detail: 'Polygons are self-dual.'
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- code_id: sharp_config
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- code_id: spherical_design

codes/classical/spherical/polytope/4d/24cell/24cell.yml

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relations:
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parents:
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- code_id: dual_polytope
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- code_id: self_dual_polytope
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detail: 'The 24-cell is self-dual.'
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- code_id: dfour_shell
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detail: 'The 24-cell code is the minimal shell of the \(D_4\) lattice.'

codes/classical/spherical/polytope/6-8d/witting_polytope.yml

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relations:
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parents:
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- code_id: dual_polytope
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- code_id: self_dual_polytope
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detail: 'The Witting polytope is self-dual.'
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- code_id: eeight_shell
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detail: 'Witting polytope codewords form the minimal shell of the \(E_8\) lattice.'

codes/classical/spherical/polytope/infinite/simplex_spherical.yml

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relations:
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parents:
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- code_id: dual_polytope
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- code_id: self_dual_polytope
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detail: 'The simplex is self-dual.'
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- code_id: sharp_config
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- code_id: spherical_design
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#######################################################
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## This is a code entry in the error correction zoo. ##
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## https://github.com/errorcorrectionzoo ##
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#######################################################
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code_id: self_dual_polytope
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physical: spheres
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logical: reals
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name: 'Self-dual polytope code'
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description: |
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A spherical code whose codewords are the vertices of a self-dual polytope.
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relations:
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parents:
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- code_id: dual_polytope
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# Begin Entry Meta Information
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_meta:
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# Change log - most recent first
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changelog:
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- user_id: VictorVAlbert
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date: '2024-07-30'

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