The Modes of Ancient Greek MusicMonro, D. B. (David Binning)
History
The Modes of Ancient Greek Music
Monro, D. B. (David Binning)
Music, Greek and Roman
2. The earliest trace of a difference of species appears to be found
in the passage on the subject of the Mixo-lydian mode quoted above
(p. 24) from Plutarch's _Dialogue on Music_. In that mode, according
to Plutarch, it was discovered by a certain Lamprocles of Athens that
the Disjunctive Tone was the highest interval, that is to say, that
the octave in reality consisted of two conjunct tetrachords and a
tone:
[Music: Mesê Disj. Tone]
As the note which is the meeting-point of the two tetrachords is
doubtless the key-note, we shall not be wrong in making it the Mesê,
and thus finding the octave in question in the Perfect System and in
the oldest part of it, viz. the tetrachords Mesôn and Synêmmenôn,
with the Nêtê Diezeugmenôn. How then did this octave come to be
recognised by Lamprocles as distinctively Mixo-lydian? We cannot tell
with certainty, because we do not know what the Mixo-lydian scale was
before his treatment of it. Probably, however, the answer is to be
sought in the relation in respect of pitch between the Dorian and
Mixo-lydian keys. These, as we have seen (p. 23), were the keys
chiefly employed in tragedy, and the Mixo-lydian was a Fourth higher
than the other. Now when a scale consisting of white notes is
transposed to a key a Fourth higher, it becomes a scale with one
[Symbol: Flat]. In ancient language, the tetrachord Synêmmenôn
(_a-b[Symbol: Flat]-c-d_) takes the place of the tetrachord
Diezeugmenôn. In some such way as this the octave of this form may
have come to be associated in a special way with the use of the
Mixo-lydian key.
However this may be, the change from the tetrachord Diezeugmenôn to
the tetrachord Synêmmenôn, or the reverse, is a change of mode in the
modern sense, for it is what the ancients classified as a change of
System ([Greek: metabolê kata systêma])[1]. Nor is it hard to
determine the two 'modes' concerned, if we may trust to the authority
of the Aristotelian _Problems_ (_l. c._) and regard the Mesê as
always the key-note. For if _a_ is kept as the key-note, the octave
_a-a_ with one [Symbol: b] is the so-called Dorian (_e - e_ on the
white notes). In this way we arrive at the somewhat confusing result
that the ancient Dorian species (_e - e_ but with _a_ as key-note)
yields the Hypo-dorian or modern Minor mode: while the Dorian mode of
modern scientific theory[2] has its ancient prototype in the
Mixo-lydian species, viz. the octave first brought to light by
Lamprocles. The difficulty of course arises from the species of the
Octave being classified according to their compass, without reference
to the tonic character of the Mesê.
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