Stone-von Neumann Theorem

A theorem which specifies the structure of the generic unitary representation of the Weyl relations and thusestablishes the equivalence of Heisenberg's matrix mechanics and Schrödinger's wave mechanics formulations of quantum mechanics.

References

Neumann, J. von. ``Die Eindeutigkeit der Schrödingerschen Operationen.'' Math. Ann. 104, 570-578, 1931.

• Cartesian Trident
• Cartography
• Cascade
• Casey's Theorem
• Casimir Operator
• Cassini Ellipses
• Cassini Ovals
• Cassini Projection
• Cassini's Identity
• Cassini Surface
• Castillon's Problem
• Casting Out Nines
• Catacaustic
• Catalan Integrals
• Catalan Number
• Catalan's Conjecture
• Catalan's Constant
• Catalan's Diophantine Problem
• Catalan Solid
• Catalan's Problem
• Catalan's Surface
• Catalan's Triangle
• Catalan's Trisectrix
• Catastrophe
• Catastrophe Theory