2 ms·
The point is that the derivative is a more general concept than just geometric, and is naturally defined with or without a geometric comtext. Of course almost a
by lupire 2y ago
The point is that the derivative is a more general concept than just geometric, and is naturally defined with or without a geometric comtext. Of course almost anything can be modeled geometrically. You can draw a picture of almost anything. The integers themselves are obviously geometric, by drawing a kindergarten number line.
https://en.m.wikipedia.org/wiki/Langlands_program https://en.m.wikipedia.org/wiki/Langlands_program
- ykonstant 2y agoThis is all semantic nonsense that devalues the original post I made about a potential connection between two arithmetic-geometric objects. But thanks for patronizing me, a research mathematician actually working on the arithmetic Langlands program, with a wikipedia link to the fucking Langlands program.