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- Spherical_code abstract "In geometry and coding theory, a spherical code with parameters (n,N,t) is a set of N points on the unit hypersphere in n dimensions for which the dot product of unit vectors from the origin to any two points is less than or equal to t. The kissing number problem may be stated as the problem of finding the maximal N for a given n for which a spherical code with parameters (n,N,1/2) exists. The Tammes problem may be stated as the problem of finding a spherical code with minimal t for given n and N.".
- Spherical_code wikiPageExternalLink packings.
- Spherical_code wikiPageID "22821969".
- Spherical_code wikiPageRevisionID "603806570".
- Spherical_code hasPhotoCollection Spherical_code.
- Spherical_code title "Spherical code".
- Spherical_code urlname "SphericalCode".
- Spherical_code subject Category:Coding_theory.
- Spherical_code comment "In geometry and coding theory, a spherical code with parameters (n,N,t) is a set of N points on the unit hypersphere in n dimensions for which the dot product of unit vectors from the origin to any two points is less than or equal to t. The kissing number problem may be stated as the problem of finding the maximal N for a given n for which a spherical code with parameters (n,N,1/2) exists.".
- Spherical_code label "Spherical code".
- Spherical_code sameAs m.063yy0c.
- Spherical_code sameAs Q7576702.
- Spherical_code sameAs Q7576702.
- Spherical_code wasDerivedFrom Spherical_code?oldid=603806570.
- Spherical_code isPrimaryTopicOf Spherical_code.