This year we give thanks for an idea that is absolutely crucial to how our understanding of nature progresses: effective field theory. (We've previously given thanks for the Standard Model Lagrangian, Hubble's Law, the Spin-Statistics Theorem, and conservation of momentum.)
"Effective field theory" is a technical term within quantum field theory, but it is associated with a more informal notion of extremely wide applicability. Namely: if we imagine dividing the world into "what happens at very short, microscopic distances" and "what happens at longer, macroscopic distances," then it is possible to consistently describe the macroscopic world without referring to (or even understanding) the microscopic world. This is not always true, of course -- our macroscopic descriptions have very specific domains of applicability, past which the microscopic details begin to matter -- but it's true very often, for a wide variety of situations with direct physical relevance.
The most basic examples ...
