Schrödinger's equation
where ℏ denotes the reduced Planck's constant, m is the mass of the particle, V denotes potential energy, and ∇2 denotes the Laplacian. The wave function ψ is a superposition of states ψn(x,t) which satisfy the time-independent Schrödinger equation
where En denotes energy of the nth state. More concisely, this may be written Hψn = Enψn, so that ψn is an eigenstate of the Hamiltonian H. See Copenhagen interpretation, measurement, observable.
- Green, George
- Green's function
- Green's theorem
- Green-Tao theorem
- Gregory, James
- Gregory–Newton forward difference formula
- Grelling's paradox
- Grothendieck, Alexander
- group
- group action
- group algebra
- grouped data
- group table
- Gödel, Kurt
- Gödel numbering
- Gödel's Completeness Theorem
- Gödel's Incompleteness Theorems
- h
- Haar measure
- Hadamard, Jacques
- Hadamard's inequality
- Hairy Ball Theorem
- half‐angle formula
- half‐closed
- half‐life