What is this "Solfege" thing you keep talking about?
  • So why work with a system that shines only in atonal music?


    Because it was meant for it. Regardless if whether or not only 0.1% of music out there is atonal, fixed do is more suitable for this because you are singing intervallically.

    I'm not saying I like it ...
  • DougS
    Posts: 793
    Intervals have distance and quality, so numbers alone are just as deficient as solfege if interval analysis is involved. 7 could mean many things.
  • Intervals have distance and quality, so numbers alone are just as deficient as solfege if interval analysis is involved. 7 could mean many things.


    Right, but if you sing "do" - "mi", then you automatically know it's a major-third.

    If you sing "1" - "3", you don't know if it's a minor-third or a major-third or an augmented-third or a diminished-third ...
  • DougS
    Posts: 793
    I think we are agreeing, Jeffrey, especially the point that numbers alone do not give us any information about interval quality. My only point about the deficiency of solfege for interval analysis was that, to take your example, M3 exists in multiple solfege combinations. Simply calling it M3 is easier and more precise.

    To sum up my thoughts on this thread:

    1) Interval analysis is valuable for reading all kinds of music, tonal or not. If you can sing the distance between any two pitches, regardless of musical context, you can sing anything on the page. I believe this might be what Ian was trying to describe in his posts above.

    2) Movable do is valuable for learning tonal music specifically because it captures more information than the interval content alone. Like all music, tonal music is just a big collection of intervals on the page, but I'd like to believe that it's more than that, too. Movable do helps us discover what "that thing" is by using our voices. On instruments without fixed pitches, including the voice, you might consider producing C-C# differently than C-Db because the harmonic contexts are different; the first interval is slightly wider than the second. This way of thinking is the bread and butter of singing/playing one-to-a-part with perfect intonation.

    (Incidentally, 1 is normally how we teach general undergraduates to read. 2 is normally how we teach music majors to read.)

    3) Fixed do has the potential to be valuable when studying modal music. If we take C as our reference point and rename it "do," it is interesting to follow where in each scale "do" lies. This information might be helpful for those who are unfamiliar with modal patterns, but the renaming just seems redundant to me. At some point we might as well call them boy, cat, dog, and house.

    A good pedagogue keeps a lot of tools in the toolbox and must be able to explain the same phenomenon in several different ways.
  • Jeffrey Quick
    Posts: 2,046
    Uh, Doug, chromatic half-steps (c-C#) are SMALLER than diatonic half-steps (C-Db). 6/5=315.6¢, (C from A) 5/4=386.3¢, (C# from A) ; 32/25 (dim 4)= 427.5¢ (Db from A). Ergo, c-C#= 70.7¢, C-Db = 111.9¢

    Also, in a diatonic context, as in chant, fixed and moveable do are the same thing. We're mapping Mode 1 re-re, Mode 3 mi-mi regardless.
  • DougS
    Posts: 793
    Jeffrey Q., I'm not sure that what you are saying about the modes is any different than what I said.

    Also, I don't disagree with your numerical analysis of the pitches, but I am not talking about an objective measure of intonation. When playing solo Bach, for example, good string players always raise localized leading tones and lower localized 4th scale degrees (in a major context, say). The end result is that m2 is narrower than A1. For whatever reason, this presents the aural illusion of "perfect" intonation even though it's objectively "out of tune." This technique works with multiple instruments as well, and in my own singing and playing I've found it helpful to "think" of raising leading tones and let it come out as it may. No one complains. I wouldn't, as you suggest with your numbers, dogmatically insist on "playing in tune with myself" if it ruined the overall soundscape. The way I see it, intonation is subjective, so YMMV. I've been doing it my way, and successfully, for a long time.
  • francis
    Posts: 10,668
    Doug is speaking about the tempered scale. ONLY when a cappella or strings are employed alone or as an ensemble can perfect intonation even be "attempted". The intervals involved are M3, P4, P5, and P6. When singing these a cappella it is possible to sing them in perfect intonation, however it is extremely rare, even among the finest ensembles. If I took out a scope, NO one sings in perfect intonation. Stretched intervals at times perhaps, but that is as good as it gets. So intonation is a mute point in this discussion yall. You're all arguing over fine shades of white. It's all white and notation systems don't apply to intonation.

    The moment you start singing with an organ or piano you are forced to sing in equal temperment. Or if the organ employs an alternate tuning, your vocal or string line is forced to match the tuning of the organ.

    With a cappella ensembles, pitch is completely relative to the occurance of the succession of these perfect intervals and how close the particular voices "tune" themselves to each other. I would wager that it is nearly impossible to remain "dead on intonation" through the progression of perfect intervals in the performance of any single piece.
  • DougS
    Posts: 793
    I wouldn't have put it in quite the same way, but I think Francis and I are seeing eye to eye on this (for once!).
  • Jeffrey Quick
    Posts: 2,046
    If people like it, that's what matters. I had to correct an objective untruth... I was a Harry Partch fan from high school, and am currently a colleague of Ross Duffin. I like the tuning of Pomerium, which uses JI principles. But in the real world, many of us count ourselves blessed to work with singers who can match pitch accurately. When the tolerance is 25 cents or so, tuning systems are a moot point.
  • IanWIanW
    Posts: 756
    Some points for clarification.

    Jeffrey: an integer-based system is no more rooted in absolute pitch that solfege - it is relative to the pitching of 1.

    Major / minor modifications are happily accomodated. Jazz and rock musicians will talk about flat x and sharp y. Classical musicians happily qualify the number in their own way: M3, m6, augmented 4th (the Maria interval) etc.

    Whoever they are, they will label intervals numerically. Even those who use solfege when teaching people to sing a particular melody will tend to do this, because it's more direct to think of "a sixth" or "a major sixth" than "the interval between do and la". So why not start with integers in the first place (unless you're teaching people who only have experience of solfege)?

    True, neither solfege nor integer-based labels give you exact pitch in the context of a particular individual or ensemble's approach to intonation in a given work or genre, but that's not their purpose, which is to provide a basic terminology for teaching and discussing tonal relationships. Beyond that it's a matter of musicianship and physics.
  • Adam WoodAdam Wood
    Posts: 6,451
    Talking about an interval or a chord or a scale degree (P4, Major Third, B-flat-sus-2-sharp-4) is all fine and good. But you can't (effectively, efficiently) SIGHT-SING with poly-syllabic scale degrees.
    "Flat-sev-en" or "Te"
    Which is easier?
  • francis
    Posts: 10,668
    Adam is right... for once we agree... wow... what is happening to this forum Doug!? Solfege rules for singing.
  • Ruth Lapeyre
    Posts: 341
    "Solfege rules for singing." Yes indeed
  • IanWIanW
    Posts: 756
    @Ruth: not where I and many others learned to sight sing. Next month I will attend a Catholic music week where we sing a different mass setting every day of the week (mostly polyphony and chant), plus propers, on the basis of 40-60 minutes' rehearsal. That's in addition to rehearsing the main choral course works (Ludford's Missa Videte Miraculum & MacMillan's Seven Last Words this year), orchestra, ad-hoc ensembles, recitals, lectures, sung Compline and socialising (starts after Compline). Hardly a do-re-mi between us, because that's not how we were taught. The proof of the pudding ...

    @Adam & Francis: if someone asks me to sing a flat 7 or an augmented 4th I will do so on any combination of vowels and consonants you care to mention (even the opening sentence of the current Gloria translation if I must). Likewise when I see the intervals on the stave before me, where the number matches the means of representation in a way that solfege doesn't without an extra layer of interpretation. What's the problem? There would be one if my only background were solfege, but to my benefit it isn't.

    I'm not saying that solfege can't be used to help teach sight-reading, or that it doesn't make sense to build on it given singers whose only background is solfege. But even then, if you want them to have the opportunity to be proficient and gain an insight into harmony and counterpoint, you'll do them a favour by introducing the numbers at some point.
  • Jeffrey Quick
    Posts: 2,046
    Ian, where is this heaven?
  • francis
    Posts: 10,668
    Ian

    Who are the "you and many others"? To which school of thought might you be aluding?
  • IanWIanW
    Posts: 756
    @Jeffrey: Spode Music Week. I got the bug in 1997 and I've been back there every year since, though many have been attending far longer. It's been running for close to sixty years. The course chair and this year's director of liturgical music are director and assistant director, respectively, of the Schola Gregoriana of Cambridge. It's also (as befits a Catholic music week) very family-friendly. The adults are a mix of professional musicians and competent amateurs, who between them and their contacts provide a marvellous range of lectures and recitals. Still time (just) to book for this year!

    @Francis: not a school of thought - it's a reference to the way children and young adults are tought and examined in the UK when they take academic and instrumental music exams. It's one of the reasons for the relative strength-in-depth of sight reading here - you don't have to be a voice specialist to be able to do it.
  • Jeffrey Quick
    Posts: 2,046
    Only in England could they prep a Mass in an hour. Here in the States, people generally don't read to that level (even when they're getting paid).
  • Ruth Lapeyre
    Posts: 341
    Well of course Ian, solfege is not the end all be all. It depends on what you are using it for. For my seminarians it's great especially for the ones who have no clue what they are doing. For them learning how to sing the priests chants of the Mass is sufficient. For those of us who have to crank out lots of classical music for Mass or other performance venues then you use what works. For me what works is a variety of techniques including just knowing a particular style.
  • IanWIanW
    Posts: 756
    Come and join us, Jeffrey. It's a blast!
  • IanWIanW
    Posts: 756
    Ruth, it sounds a sensible approach for the seminarians, and i'm so pleased to read that a seminary is paying attention to this need.
  • DougS
    Posts: 793
    I would refer to my 1, 2, and 3 above for the potential value of the various options. :-)
  • CHGiffenCHGiffen
    Posts: 5,150
    I've lurked here for some time, but finally registered. That said, may I add my few cents(!) to the question of diatonic versus chromatic semitones?

    In Just Intonation, the just (or smaller, or minor) diatonic semitone such as C:D-flat (or E:F) is 16/15 = 111.7 cents,
    while the larger (or major) diatonic semitone such at A:B-flat is 27/25 = 133.2 cents. Still in Just Intonation,
    the just (or smaller, or minor) chromatic semitone such as E-flat:E is 25/24 = 70.7 cents, while the
    larger (or major) chromatic semitone (or larger limma, or major chroma) such as D-flat:D is 135/128 = 92.2 cents.

    In Pythagorean tuning, the diatonic semitone such as B:C (or C:D-flat) is 256/243 = 90.2 cents, while the
    chromatic semitone C:C-sharp is 2187/2048 = 113.7 cents.

    Thus in Just Intonation, both diatonic semitones are wider than the equally tempered semitone, and both chromatic semitones are narrower than the equally tempered semitone. On the other hand, in Pythagorean tuning, this is reversed, with the diatonic semitones narrower and chromatic semitones wider than the equally tempered semitone.

    In early music performance practice, it is often the case that Pythagorean tuning is used for the leading tone to the tonic, or for the third that resolves from a suspended fourth in a IV-I (or I-V) cadence.
  • Adam WoodAdam Wood
    Posts: 6,451
    I think part of the problem with professional musicians championing one method over another is...
    I'm thinking most of the excellent sight singers here would have been excellent regardless of whether they used numbers or solfege or something else.
    Likewise, I'm thinking musical culture in England would still produce excellent sight-signers if they sang "Do Re Mi," "1, 2, 3," or "Red, Orange, Yellow."


    In any interventionist endeavor (like teaching), there are three groups:
    1. Those will get it, no matter what you do.
    2. Those who will never get it, no matter what you do.
    3. Those who will get it or not, depending on what you do.

    I would bet (though am not sure) that most people who grow up to be professional musicians are in group number 1.
    It's group #3 that matters, though. But it's impossible to know, because you basically only get one shot at childhood.

    Controlled experiments would help, but I'm not sure how you would manage that.

    Beyond that there is gut feeling (very unreliable), logic (ditto), and anecdotal evidence (again).

    But, since that's all we have:
    My GUT FEELING is that solfege works better. This makes some amount of LOGICal sense because solfege syllables contain all necessary pitch information, whereas numbers require additional information. ANECDOTALLY, I can tell you that growing up with numbers did not make me a good sight reader, and that I got better when I started using solfege.
  • Only in England could they prep a Mass in an hour. Here in the States, people generally don't read to that level (even when they're getting paid).


    But we're getting very close in Wilco's choirs at Colloquium, JQ! :-)
    I'm still in Ian's camp, both with intervallic practice and in spirit at Spode. Mr. Giffen's contribution is very valuable, particularly if the musician has a thorough grounding in theory (voice leading/leaning, bass note movement, etc.)
  • DougS
    Posts: 793
    Not only that, Adam, but if you were to look at musical primers from ca. 1800--all solfege. These were designed for "the masses." (Groups 1, 2, and 3)
  • kevinfkevinf
    Posts: 1,183
    After 20 years of teaching children using numbers and solfege, on the basis of experience alone I will use solfege. I gave up numbers years ago. The kids just plain did better with solfege.
  • There is something obvious about MI and TI being halfsteps that seems lacking in Three and Seven.

    It may have something to do with the upward chromatic scale vowel also being "I".

    I was convinced that numbers had superiority because of Ward till I learned Ward uses Sol.
  • Jeffrey Quick
    Posts: 2,046
    I'd love to go, Ian, and maybe I can someday, but I'd have to get a passport, and then pay dearly for the opportunity to be fondled by my country's finest. (Haven't flown since before 9/11, don't care to start now).I just wish that more of my countrymen could tell do from sol if they were looking at a bootful of bread.
  • donr
    Posts: 971
    Here a funny little ditty that someone sang to me a couple of weeks ago. You enjoy it or hate it.

    Do - I use to buy da beer.
    Re - Who I buy the beer from
    Me - I'm going to drink the beer
    Fa - I hope its not to far
    So - I think I'll have a beer
    La - la, la, la, la, la, la
    Ti - I'd rather have a beer
    I guess I'll need more Do, do, do, do.
  • Some may find this page useful:

    Gregorian chant & solfege