- set
theory there are
twelve trichords given inversional equivalency, and,
without inversional equivalency,
nineteen trichords.
These are
numbered 1–12,...
-
Viennese trichords,
though they may be
voiced in many ways.
According to
Henry Martin, "[c]omposers such as
Webern ... are
partial to 016
trichords, given...
- own use.
Donald Martino had
produced tables of hexachords, tetrachords,
trichords, and
pentachords for
combinatoriality in his article, "The
Source Set...
- music, the all-
trichord hexachord is a
unique hexachord that
contains all
twelve trichords, or from
which all
twelve possible trichords may be derived...
-
dated between 1932 and 1934
contain comprehensive data on
combinatorial trichords,
tetrachords and
hexachords including semi-combinatorial and all-combinatorial...
- are its inversion. A row
created in this manner,
through variants of a
trichord or
tetrachord called the generator, is
called a
derived row. The tone rows...
- Claptonesque". He
identified two of the composition's
significant motifs: a
bluesy trichord and a
diminished triad with
roots in A and E.
Huntley called the song "a...
- This allows, "slot-machine
transformations that
reorder the
vertical trichords but keep the
pitch classes in
their columns." A
mosaic is "a partition...
- sake of emphasis. Two-element sets are
called dyads, three-element sets
trichords (occasionally "triads",
though this is
easily confused with the traditional...
- note. In the
earliest pianos whose unisons were
bichords rather than
trichords, the
action shifted so that
hammers hit a
single string,
hence the name...
