Slicing Through the Gordian Knot of Quantum Gravity: Alternatives to String Theory (Part 3 of 3)
Quantum mechanics is the physics of the smallest of things, while general relativity is the physics of the largest. Not surprisingly, many physicists have been obsessessed with finding a Theory of Everything (TOE) that encompasses both limits.
This has not been easy.
In previous posts I’ve written of the difficulties that arise in creating a coherent theory of quantum gravity, and how one popular approach, string theory, attempts to solve the problem. String theory is not a failure, but neither has it been the overwhelming success quantum mechanics and general relativity have been. In particular, string theory has in general failed to make verified predictions in fundamental particle physics. (NB: some of the mathematical techniques of string theory have been applied to other areas of physics, but this is not the same thing.)


