Theory
ResearchFrontier structures and internal systems
OverviewSymmetryAsymmetrySet TheoryFormula LabUnified Model

5-31

Cardinality
5

Prime Form

Prime form pitch class clockC0C#1DD#3EFF#6GG#A9A#B[0,1,3,6,9]5 pitch classes
T0

Interval Vector

<1,1,4,1,1,2> (sum: 10)
1
ic1
1
ic2
4
ic3
1
ic4
1
ic5
2
ic6
ic1: m2/M7
ic2: M2/m7
ic3: m3/M6
ic4: M3/m6
ic5: P4/P5
ic6: TT
Prime Form
[0,1,3,6,9]
Interval Vector
<1,1,4,1,1,2>
T-Symmetry
1
I-Symmetry
0

Step Pattern

1-2-3-3-3
Intervals: H-W-3-3-3

Complement

7-31card 7
[0,1,3,4,6,7,9]
Hungarian minor

All Transpositions

LevelPitch ClassesNote Names
T0[0,1,3,6,9]C C# D# F# A
T1[1,2,4,7,10]C# D E G A#
T2[2,3,5,8,11]D D# F G# B
T3[0,3,4,6,9]C D# E F# A
T4[1,4,5,7,10]C# E F G A#
T5[2,5,6,8,11]D F F# G# B
T6[0,3,6,7,9]C D# F# G A
T7[1,4,7,8,10]C# E G G# A#
T8[2,5,8,9,11]D F G# A B
T9[0,3,6,9,10]C D# F# A A#
T10[1,4,7,10,11]C# E G A# B
T11[0,2,5,8,11]C D F G# B
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