Thank you, that is a very flattering thing to say. Of course I still have lots of room to improve the content and the presentation. I cannot recommend your channel highly enough to anyone who is interested in my videos. The stuff you put out is excellent.
I think the right answer here is that you both are the best classical music channels on RU-vid! Phenomenal videos from you both, that are very helpful and well-explained-Thank you!
Ordinarily, Jv=-8 is incredibly restrictive because the only fixed consonance it has is a 5th (which becomes another 5th), but if you admit the 4th as a consonance in relation to upper voices, then you can employ both the 4th and the 6th as fixed consonances (which invert to each other), and parallel and similar motion is allowed for these intervals (which they ordinarily aren't for imperfect and dissonant intervallic shifting indices). This is why the Bach example in the video works so well. Likewise, the JJv -12, 1 and -1 open up a wide array of fixed consonances with parallel and similar motion if one admits the consonant 4th, making them in fact very useable in their own right. I should mention one more general principle which is invaluable to know (I've alreaded alluded to it): indices of perfect intervals allow for parallel and similar motion for imperfect consonances, since imperfect intervals shift to imperfect intervals (likewise, perfect to perfect); in contrast, indices of imperfect and dissonant intervals forbid parallel and similar motion, since, imperfect intervals become perfect and vice versa. Jv=-8 is the only exception to this, where the 5th becomes a 5th (both perfect), but since its only fixed consonance (without admitting the 4th) is perfect, parallel and similar motion can't be employed anyway. Admitting the consonant 4th inverts these principles (where 4ths are admitted): in perfect indices (-3, 4, -7, -10), 4ths cannot be approached in parallel or similar motion, since they become perfect intervals; for imperfect and dissonant indices except for Jv=1 (-1, 2, -5
Exactly! Indices like ±6 and -8 feel horrid to write in 2-voice combis as per the book where you're writing for outer-voice-pair to outer-voice-pair swaps, but if you're writing for situations where either the original or derivative combis are upper voice pair then suddenly it's much more manageable and pretty broadly useful. When writing I came up with a method that's a little more compact, easier to reason around and potentially more accurate than Taneyev's: instead of using a single row of interval conditions for the original and derivative pair and then introducing liberties after the fact for multi-voice situations like permitting 4ths etc., you can use different rows of interval conditions for upper and lower voice pairs and simply use the appropriate rows for whatever voice pairs your original and derivative combis are meant to function in. It's a slight simplification, but I just write 4ths as consonant (no suspension signs) for upper voice pair condition rows, and extend the "..." from 3rds to 6ths instead of just 5ths and 6ths. Using different rows has the advantage that you can handle fairly complex cases and have the correct conditions simply "baked in". Still need to handle the edge cases as Taneyev does though. You can also gain liberties with direct motion (not parallel) at 2JJv even without this trick, since Taneyev doesn't really touch on the fact that, in practice, hidden 5ths/8ves are only really a concern in the outer voice pair, and only when the sop leaps (or in 2 voice texture more generally). If either the original or the derivative pairs are non-outer voice pairs, then you don't have to worry about directly approaching perfect consonances in them. Even if it's outer-to-outer, if your combi will be deployed in 3+ voice texture you can for instance approach a 6th in Jv = -9 if the bass moves by step and the sop by leap in the same direction, as the derivative will be a correctly approached direct 5th for 3+ voices.
@@hex5499 Of course, the rules of similar motion are relaxed under various conditions of real polyphonic writing, but you're right, Taneyev should have been more clear on the case of consonant 4ths, along the lines you describe (though I filled in some of those gaps myself as I was writing exercises).
",,,Rachmaninov described him as 'the personification of truth on Earth' ... Once, distressed by Rachmaninov's laziness when it came to studying the rudiments of composition, Taneyev hit on a novel idea. He sent his cook to Rachmaninov's house with a musical problem, and strict instructions not to return until Rachmaninov had solved it. Rachmaninov, knowing that Taneyev could not have his dinner until the cook went home, and begged by the servants in his own house to get rid of their unwanted visitor, was obliged to do the work required, and to do it quickly. Taneyev was prepared even to wait for his food if necessary, such was his inexhaustible devotion to his pupils."
Absolutely fantastic work. This is not an easy book to summarise and make digestible in video form, even for a non-lay audience. Excellently presented, and it must have been a lot of work making all the example transcriptions from the book. I really think this could be one of the most important video series on music theory side in the future in terms of how many people will get to encounter Taneyev'v theories for the first time, and hopefully read his books, who wouldn't have even heard of him otherwise.
I have been needing some help with triple counterpoint, so you making a video about it is great!!!. Regarding the last video, you could make one about the melodic rules stated by Jeppesen, i feel he really cared about melodic rules, even more than Gladstone or Schubert, so a full rundown of that text would be awesome. 💟
@@SpaghettiToaster Strict counterpoint and Taneyev's numbering system is based upon a diatonic scale mapping, as opposed to a chromatic one. With this in mind, intervals are mostly not measured by their quality (major, minor, augmented, diminished); a 10th inversion is a 10th inversion, regardless of whether the 10th (and subsequent melodic intervals) end up having a major or minor quality; it comes down to where the 10th lands on the diatonic scale; a melody of C D E would become A B C (shifted downwards) or E F G (shifted upwards). But there are some exceptions where chromaticism has to be considered, such as the treatment of the tritone; the diminished 5th in relation to the bass has to be either corrected with musica ficta or treated as a dissonance. With this being said, the augmented 4th or diminished 5th in a diminished 63 chord are allowed, where there are 2-voice upper combinations in which the bass doesn't participate.