Mathematically speaking, the guitar fingerboard is simply not one-dimensional like the piano, and attempts to render it into a one-dimensional form, such as standard musical notation, is necessarily going to cause ambiguities and distortions, and dramatically interfere with the player's ability to sight read.
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Read More »Apparently this rotation is easy enough to learn to do that schoolteachers and church keyboardists everywhere can do it quite well. There is simply no intuitive relationship between the music staff and the guitar fingerboard. There are between 1 and 3 places on the guitar where any given note can be found (with some exceptions), and there are almost always several different fingerings for a sequence of notes. Guitar notation adds some extra symbols to help, putting notes played with the thumb with stems down and notes played with the fingers stems up. Small numbers net to the note indicating the string on which a note is played are usually added, as often are small letters p i m a to indicate which digit of the plucking hand is assigned to the note. But this makes the guitar notation more of an encryption to be decoded than a natural and pictorial representation of the playing of the music. The wind instruments in the orchestra that also use the standard notation system are themselves one dimensional, and so unaffected by standard notation's limitations. The violin and viola and cello are somewhat 2-dimensional, although only 2 notes (called "double-stops") at a time can be played with the bow, as compared to the 4, 5 and 6 note chords guitarists play. I would venture a guess, not having ever learned to sight-read or having been in an orchestra, that string players have a noticeable harder time sight-reading non-linear (with double-stops) music than do the keyboard players. And the mathematical simplicity of the way violins, violas, cellos and basses are tuned make the adapting to standard notation simpler also. On those instruments, it is always the same music interval from one string to the next, making the geometry of playing the instrument more uniform. The tuning (and thus the geometry of fingerings) is irregular on the guitar. Mathematically speaking, the guitar fingerboard is simply not one-dimensional like the piano, and attempts to render it into a one-dimensional form, such as standard musical notation, is necessarily going to cause ambiguities and distortions, and dramatically interfere with the player's ability to sight read. (Map projections that attempt to depict the earth on a piece of paper also force dimensional distortions, as we all know.) A 2-dimensional piece of paper can show a reasonably good represenation of one-dimensional keyboard graphed against time. It is clear to me that guitar players will not be able to sight-read as well as keyboard players until a 3-dimensional notation is developed. This would then show how the 2-dimensional guitar fingerboard behaves when graphed against time. Instead of a note with a stem on it showing its duration, there would need to be something like a guitar chord grid with a flag or a stem. It may be that computers will allow us to do this, and it may need to actually be a movie-like thing, and I encourage exploration of this idea. And even if it is developed, I have no illusions that it will come to be adopted any time into our present system of music education and performance, and guitarists will have to remain philosophical and put up with the way it is.
Mahalo (Mahalo Nui Loa) Mahalo means Thank you. Mahalo nui loa means Thank you very much. Sep 12, 2018
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