Category Archives: Mathematics of Quantum Mechanics

R.C.J. Baguno and E.A. Galapon, “Quantization of the Hamilton Equations of Motion,” Physica Scripta (2025)

By | March 14, 2025
0 Comment

One of the fundamental problems in quantum mechanics is finding the correct quantum image of a classical observable that would correspond to experimental measurements. We investigate for the appropriate quantization rule that would yield a Hamiltonian that obeys the quantum analogue of Hamilton’s equations of motion, which includes differentiation of operators with respect to another… Read More »

R.J.C. Bagunu and E.A. Galapon, “Quantization of the Hamilton Equations of Motion,” arXiv:2409.03348

By | September 19, 2024
0 Comment

One of the fundamental problems in quantum mechanics is finding the correct quantum image of a classical observable that would correspond to experimental measurements. We investigate for the appropriate quantization rule that would yield a Hamiltonian that obeys the quantum analogue of Hamilton’s equations of motion, which includes differentiation of operators with respect to another… Read More »

What could have we been missing while Pauli’s Theorem was enforced?

By | May 23, 2016
0 Comment

This post is the online version of the write-up of the contributed talk I gave at the Time and Matter Colloquium held at Venice on August 11-17, 2002 at the Venice International University. It is part of the proceedings of the Colloquim published by World Scientific. Abstract Pauli’s theorem asserts that the canonical commutation relation… Read More »