. Syllables that are short by nature are held for the length of one mora, which is analogous to a crotchet, or a quarter note, in music.
Figure 3: The crotchet is analogous to a syllable of length one mora.
Obscure Syllables:
In Ancient Greek, iota subscripts are considered to be obscure syllables:
ᾳ , ῃ , ῳ
. In Ancient Greek, the above iotas are pronounced:
/ˈaː.ɪ/ , /ˈeː.ɪ/ , /ˈˈɔː.ɪ/
, or:
/ˈaː.(ɪ)/ , /ˈeː.(ɪ)/ , /ˈˈɔː.(ɪ)/
, or:
/ˈaː.ɪ/ , /ˈeː.ɪ/ , /ˈˈɔː.ɪ/
. Obscure syllables are so short, that their value – in terms of morae – is not reckoned. Obscure syllables are zero morae in length. This is analogous to a grace note in music.
Figure 4: The grace note is analogous to a syllable of length zero morae.
Conclusion:
Knowing how to identify long and short syllables in Ancient Greek will aid us in our study of accentuation – which is the study of which syllables to stress, and which syllables to leave unstressed – and contonation – which is the study of the rise and fall of pitch across Ancient-Greek syllables.
The Etymology of ‘gamma’ in Ancient Greek. Figure 1: A capital ‘gamma’ on the left, and a small ‘gamma’ on the right. In Classical Greek, the third letter of the alphabet is: or: or: γάμμα or: ‘gámma’ or: ‘gamma’ . This Ancient-Greek letter is said to be cognate with the Hebrew letter: Gimmel Hebrew Letter ...
Figure 1: A tongue that I quickly sketched, and then edited in photoshop. The Ancient-Greek 1st-and-2nd-declension adjective: πολύς, πολλή, πολύ , or, when transliterated: ‘polús, pollḗ, polú,’ means: ‘many,’ . The Ancient-Greek 1 st -declension feminine noun: ἡ γλῶσσα, τῆϛ γλώσσης, or, when transliterated: ‘hē glȭssa, tē̃s glṓssēs’ means: ‘the tongue’ . In the Attic dialect, the spelling of: ‘hē glȭssa,’ is: ἡ γλῶττα, τῆϛ γλώττης , or, when transliterated: ‘hē glȭtta, tē̃s glṓttēs’ . We derive our English noun: ‘polyglot,’ , which is a speaker of many languages, from our combining of the Ancient-Greek adjective: ‘polús,’ which means: ‘many’ , with the Ancient-Greek noun: ‘glȭtta’ , which means: ‘tongue’ .
Introduction to Modern Geometry Modern Geometry: The Directed Line Segment In Euclidean Geometry, line segments possess only magnitude, and not direction. A B Figure 1: In Euclidean Geometry, only the magnitude of line segments is considered. As we can see in Figure 1 , in Euclidean Geometry, the line segment: |AB| would be considered equal to the line segment: |BA| . However, this is not the case with Modern Geometry. In Modern Geometry, line segments not only possess magnitude, but direction also. A B Figure 2: In Modern Geometry, line segments possess direction as well as magnitude. In Modern Geometry: |AB| is termed: ‘a directed line segment’ . ...
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