Monthly Archives: June 2013

The Hydrogen Atom Analyzed Using Commutator Algebra I

¬©Fernando Caracena 2013 On a previous blog on the one-dimensional harmonic oscillator, we showed that the algebra of non-commuting operators in quantum mechanics could be exploited systematically to solve for the entire spectrum of state vectors and energy eigenvalues. Algebra … Continue reading

Posted in algebra, mathematics, quantum physics, State Vectors | 2 Comments