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- Residue_number_system abstract "A residue numeral system (RNS) represents a large integer using a set of smaller integers, so that computation may be performed more efficiently. It relies on the Chinese remainder theorem of modular arithmetic for its operation, a mathematical idea from Sun Tsu Suan-Ching (Master Sun’s Arithmetic Manual) in the 4th century AD.".
- Residue_number_system wikiPageExternalLink D547.PDF.
- Residue_number_system wikiPageExternalLink 93-9.ps.
- Residue_number_system wikiPageID "989287".
- Residue_number_system wikiPageLength "4806".
- Residue_number_system wikiPageOutDegree "18".
- Residue_number_system wikiPageRevisionID "693438103".
- Residue_number_system wikiPageWikiLink Arithmetic_logic_unit.
- Residue_number_system wikiPageWikiLink Arithmetic_overflow.
- Residue_number_system wikiPageWikiLink Category:Computer_arithmetic.
- Residue_number_system wikiPageWikiLink Category:Modular_arithmetic.
- Residue_number_system wikiPageWikiLink Chinese_remainder_theorem.
- Residue_number_system wikiPageWikiLink Computation.
- Residue_number_system wikiPageWikiLink Coprime_integers.
- Residue_number_system wikiPageWikiLink Covering_system.
- Residue_number_system wikiPageWikiLink Digital_data.
- Residue_number_system wikiPageWikiLink Least_common_multiple.
- Residue_number_system wikiPageWikiLink Mixed_radix.
- Residue_number_system wikiPageWikiLink Modular_arithmetic.
- Residue_number_system wikiPageWikiLink Modulo_operation.
- Residue_number_system wikiPageWikiLink Multiplicative_inverse.
- Residue_number_system wikiPageWikiLink Reduced_residue_system.
- Residue_number_system wikiPageWikiLink Sun_Tzu_(mathematician).
- Residue_number_system wikiPageWikiLink Trial_division.
- Residue_number_system wikiPageWikiLink Wheel_factorization.
- Residue_number_system wikiPageWikiLinkText "Residue number system".
- Residue_number_system wikiPageWikiLinkText "residue number system".
- Residue_number_system wikiPageWikiLinkText "residue".
- Residue_number_system subject Category:Computer_arithmetic.
- Residue_number_system subject Category:Modular_arithmetic.
- Residue_number_system type Redirect.
- Residue_number_system comment "A residue numeral system (RNS) represents a large integer using a set of smaller integers, so that computation may be performed more efficiently. It relies on the Chinese remainder theorem of modular arithmetic for its operation, a mathematical idea from Sun Tsu Suan-Ching (Master Sun’s Arithmetic Manual) in the 4th century AD.".
- Residue_number_system label "Residue number system".
- Residue_number_system sameAs Q3086516.
- Residue_number_system sameAs Système_modulaire_de_représentation.
- Residue_number_system sameAs System_resztowy.
- Residue_number_system sameAs m.03x35t.
- Residue_number_system sameAs Система_остаточных_классов.
- Residue_number_system sameAs Residualt_talsystem.
- Residue_number_system sameAs Числова_система_залишків.
- Residue_number_system sameAs Q3086516.
- Residue_number_system wasDerivedFrom Residue_number_system?oldid=693438103.
- Residue_number_system isPrimaryTopicOf Residue_number_system.