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A Simple Remark Leading to a Basic Precision Estimate for Non-Relativistic (NR) Real Values of Quantum Mechanics Operators
Journal of Applied Mathematics and Physics
Starting with a very basic statement that any physical constants cannot be written with an infinite precision, it is shown how to introduce this uncertainty into the Hamiltonian of non-relativistic atomic (NR) physics and how to estimate errors on quantum operators (energy, frequency, momenta) when Equivalent energies in quantum mechanics are found in  Mécanique Quantique and can be linked to an equivalent temperature T k :doi:10.4236/jamp.2018.64071 fatcat:zcl6rvixqrfsjlaczp4ll6slty