organisme : TERMISTI
auteur : Gracienne Benoit

date : 2005.07.01

EN

conceptual network : consult (44)

définition : The best normal order [is] the most compact of two normal orders, chose from those of a set and its inverse.

source : SOLOMON 1997b

entrée : best normal order

grammaire : compound noun

contexte : (speaking of [3,5,6,9,0]) the set is not in best normal order and does not appear on the list [of prime forms]. Therefore it is necessary to take the normal order of the inversion of the set and transpose it to level 0. [0,1,3,6,9] is the best normal order, and the name associated with it on the list of prime forms is 5-31.

source : FORTE 1973: 12-13

contexte : [From] the prime form (...) [and] the inversion [written out beginning on 0] (...), pick the set name that has the smallest intervals on the left, the best normal order, and it is the label for the set.

source : HEADLAM 2005: 3

rem.: in this case prime form refers to what other authors call prime-form candidate.

entrée : normal order (or best normal order)

grammaire : compound noun

contexte : The form of a pc set such that it is in normal order (or best normal order) and the first integer is 0 is called a prime form.

source : FORTE 1973: 5

entrée : BNO

grammaire : Abbreviation

contexte : you must determine the “best normal order” (BNO) before you can determine [the Forte Prime] and set-name.

source : SOLOMON 1998

entrée : bno

grammaire : Abbreviation

contexte : Forte uses the bno to the exclusion of normal order, (...) thereby making no distinction between major and minor chords

source : SOLOMON 1997b

entrée : best normal form

grammaire : compound noun

contexte : To look up the name of a pc set on the list of prime forms it is first necessary to put the set in normal order and then to transpose the normal order so that the first integer is 0. (...) If this is the best normal form, it will be found on the list of prime forms.

source : FORTE 1973: 12

entrée : normal order

grammaire : compound noun

note : given as equivalent

source : ANDREATTA & AGON 2003b : 7e p.

réseau conceptuel : consulter (38)

définition : On parle d’ordre normal dans le cas où, parmi les possibles permutations cycliques ou inversions, la forme la plus compacte, c.-à-d. celle qui minimise la distance entre la première note et toutes les autres, ne commence pas par 0.

source : d'après ANDREATTA & AGON 2003b : 7e p.

entrée : ordre normal

grammaire : groupe nominal masculin

contexte : [Une] figure (...) montre le processus de réduction à l’ordre normal et à la forme primaire [d’un accord]

source : ANDREATTA & AGON 2003b : 6e p.

entrée : ordre normal (ou « meilleur ordre normal »)

grammaire : groupe nominal masculin

note : dans la version française d'Analysis

source : BENT & DRABKIN, 1998, Glossaire « structure de base »