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- Balanced_ternary abstract "Balanced ternary is a non-standard positional numeral system (a balanced form), useful for comparison logic. While it is a ternary (base 3) number system, in the standard (unbalanced) ternary system, digits have values 0, 1 and 2. The digits in the balanced ternary system have values −1, 0, and 1.Different sources use different glyphs used to represent the three digits in balanced ternary. In this article, T (which resembles a ligature of the minus sign and 1) represents −1, while 0 and 1 represent themselves. Other conventions include using '−' and '+' to represent −1 and 1 respectively, or using Greek letter theta (Θ), which resembles a minus sign in a circle, to represent −1.In Setun printings, −1 is represented as overturned 1: "1".".
- Balanced_ternary wikiPageExternalLink BalancedTernaryTalkSu09.pdf.
- Balanced_ternary wikiPageExternalLink tristate.html.
- Balanced_ternary wikiPageExternalLink third-base.
- Balanced_ternary wikiPageExternalLink setun.htm.
- Balanced_ternary wikiPageExternalLink ternary.msp.
- Balanced_ternary wikiPageExternalLink fowler.
- Balanced_ternary wikiPageExternalLink balanced-ternary.
- Balanced_ternary wikiPageExternalLink balanced-ternary-clock.
- Balanced_ternary wikiPageID "376757".
- Balanced_ternary wikiPageRevisionID "595677706".
- Balanced_ternary hasPhotoCollection Balanced_ternary.
- Balanced_ternary subject Category:Computer_arithmetic.
- Balanced_ternary subject Category:Non-standard_positional_numeral_systems.
- Balanced_ternary type Artifact100021939.
- Balanced_ternary type Instrumentality103575240.
- Balanced_ternary type Non-standardPositionalNumeralSystems.
- Balanced_ternary type Object100002684.
- Balanced_ternary type PhysicalEntity100001930.
- Balanced_ternary type System104377057.
- Balanced_ternary type Whole100003553.
- Balanced_ternary comment "Balanced ternary is a non-standard positional numeral system (a balanced form), useful for comparison logic. While it is a ternary (base 3) number system, in the standard (unbalanced) ternary system, digits have values 0, 1 and 2. The digits in the balanced ternary system have values −1, 0, and 1.Different sources use different glyphs used to represent the three digits in balanced ternary.".
- Balanced_ternary label "Balanced ternary".
- Balanced_ternary label "System trójkowy zrównoważony".
- Balanced_ternary label "Ternario bilanciato".
- Balanced_ternary label "Ternário balanceado".
- Balanced_ternary label "平衡三进制".
- Balanced_ternary sameAs Balancovaná_trojková_soustava.
- Balanced_ternary sameAs Ternario_bilanciato.
- Balanced_ternary sameAs System_trójkowy_zrównoważony.
- Balanced_ternary sameAs Ternário_balanceado.
- Balanced_ternary sameAs m.0212sq.
- Balanced_ternary sameAs Q2346165.
- Balanced_ternary sameAs Q2346165.
- Balanced_ternary sameAs Balanced_ternary.
- Balanced_ternary wasDerivedFrom Balanced_ternary?oldid=595677706.
- Balanced_ternary isPrimaryTopicOf Balanced_ternary.