Total Members Voted: 10
I don't play piano but my thoughts are:Typo: Op. 53 for Beethoven, not op. 51I would say that any at least 2 of the Ballades (Ballade #4 and #1) are harder than any single movement of the Beethoven , but I think it would be about as hard or harder to learn all 3 of the Sonatas as all 4 of the Ballades. There is almost twice as much music in the Beethoven. The Mozart would be easiest by far even though there are 4 sonatas. See what piano players say.I voted Chopin because of the difficulties of #4 and #1. I was going to change this to Beethoven but I can't so I'll stick with Chopin.
I find the Waldstein 3rd movement technically harder than the first Ballade.
I spent the last 30 minutes coming up with a mathematical formula to answer this question. This formula only works for composers born from 1750 to 1850. This is just a general formula and does not work in all cases. For example Beethoven Hammerklavier sonata is much more difficult than this formula implies.The total difficulty score of the composer’s work(s) in question is 1000 times the product of A, B, C, and D defined as follows:A = 1 – (1850 – composer year of birth)/130 (example for Beethoven 1 – (1850-1770)/130 = . 0.384615385B = How difficult is the composers music in general to play relative to his contemporaries. 1.0 means he is the most difficult composer relative to his contemporaries.C = How difficult is the composition(s) in question relative to the composer’s most difficult work. 1.0 means the composition in question is the most difficult work of the composer.D = How long does it take to play the composition(s) (time in hours).Note, for values B and C, I assign the values of .95 for each of the 3 composers (this is just my wild guess). For the 4 Mozart sonatas in question (1.2 hours of music):A = 0.276923077, B =.95, C = 0.95, D = 1.2Total difficulty score equals 1000xAxBxCxD = 300For the 3 Beethoven sonatas in question (1.1 hours of music):A=0.384615385 B = 0.95 C = 0.95 D = 1.1Total difficulty score equals 1000xAxBxCxD = 382For the 4 Chopin Ballades in question (0.53 hours of music):A = 0.692307692, B = 0.95, C=0.95, D=0.53Total difficulty score equals 1000xAxBxCxD = 331So Beethoven wins with 382 difficulty points, Chopin is second with 331 difficulty point and Mozart is easiest with 300 difficulty points.
i am impressed that you were able to come up with such an interesting formula for this. it's a shame that only a few souls in the world will the this mathematical and musical masterpiece!... i think you also have to make the pieces seperate on the formulas or something???...only problem i have if the fact that we can't make a scale for B and C lol
I guess I was assuming the usual simplification to avoid the glissando of octaves.
I play the glissando on some pianos without any real difficulty. There are several other spots in that movement that give me a lot of trouble.