| $W^*$-algebra (defined in C*-algebra) |
| W*-algebra (defined in quantum groups and von Neumann algebras) |
| Walter Elsasser |
| wave (defined in Axioms of Physics) |
| wave (defined in Fundamental physical concepts) |
| wave amplitude (defined in wave equations) |
| wave equation |
| wave equation, derivation of |
| wave equation from Maxwell's equations, derivation of |
| wave equation of a charged a particle in an electromagnetic field |
| wave equation of a free particle |
| wave equation of a particle in a scalar potential |
| wave equations |
| wave function space |
| wave operator (=D'Alembertian) |
| wave-particle duality (defined in wave equations) |
| wave-particle duality principle (defined in physical laws) |
| wave phase (defined in wave equations) |
| wave phenomena (defined in Feynman's Lectures on Physics) |
| W boson (defined in gauge bosons) |
| weak C*-algebroid (defined in weak Hopf C*-algebra) |
| weak-field linear metric superfields (defined in superfields) |
| weak homotopy (defined in weak homotopy double groupoid) |
| weak homotopy double groupoid |
| weak homotopy equivalence relation (defined in weak homotopy double groupoid) |
| weak Hopf algebra |
| weak Hopf C*-algebra (defined in quantum groups and von Neumann algebras) |
| weak Hopf C*-algebra |
| weak Hopf C*--algebroid (defined in quantum symmetries from group and groupoid representations) |
| weak interaction |
| weak nuclear force (=weak interaction) |
| Weibel-Palade bodies (defined in George Palade) |
| Wheatstone bridge (defined in scanning force microscopy (SFM)) |
| Wien displacement law |
| Wigner--Weyl--Moyal quantization procedure (defined in Wigner--Weyl--Moyal quantization procedures) |
| Wigner--Weyl--Moyal quantization procedures |
| Wikipedia projects and exchanges (=topic entry on Wikipedia physics & mathematics entries and exchange projects) |
| William F. Lawvere |
| William Lawvere (=William F. Lawvere) |
| work |
| work in classic mechanics |
| Wulff net (defined in representations of 4-D spaces) |