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- Symmetric_level-index_arithmetic abstract "The level-index (LI) representation of numbers, and its algorithms for arithmetic operations, were introduced by Clenshaw and Olver in 1984. The symmetric form of the LI system and its arithmetic operations were presented by Clenshaw and Turner. Anuta, Lozier, Schabanel and Turner developed the algorithm for symmetric level-index (SLI) arithmetic, and a parallel implementation of it. There has been extensive work on developing the SLI arithmetic algorithms and extending them to complex and vector arithmetic operations.".
- Symmetric_level-index_arithmetic wikiPageExternalLink sli-c-library.
- Symmetric_level-index_arithmetic wikiPageID "7843159".
- Symmetric_level-index_arithmetic wikiPageRevisionID "595798827".
- Symmetric_level-index_arithmetic hasPhotoCollection Symmetric_level-index_arithmetic.
- Symmetric_level-index_arithmetic subject Category:Computer_arithmetic.
- Symmetric_level-index_arithmetic comment "The level-index (LI) representation of numbers, and its algorithms for arithmetic operations, were introduced by Clenshaw and Olver in 1984. The symmetric form of the LI system and its arithmetic operations were presented by Clenshaw and Turner. Anuta, Lozier, Schabanel and Turner developed the algorithm for symmetric level-index (SLI) arithmetic, and a parallel implementation of it.".
- Symmetric_level-index_arithmetic label "Symmetric level-index arithmetic".
- Symmetric_level-index_arithmetic sameAs m.026fz11.
- Symmetric_level-index_arithmetic sameAs Q7661310.
- Symmetric_level-index_arithmetic sameAs Q7661310.
- Symmetric_level-index_arithmetic wasDerivedFrom Symmetric_level-index_arithmetic?oldid=595798827.
- Symmetric_level-index_arithmetic isPrimaryTopicOf Symmetric_level-index_arithmetic.