Coordinates Graceli categories terça-feira, 30 de janeiro de 2018 Phenomenological space-time category Graceli. the numbers that multiply them are 'eigenvalues'. The sum of the eigenfunctions and eigenvalues of the "operator" defines its functional space ... (as the "Hilbert space" of quantum mechanics). For the case of N point masses the position (q) and moment (p) coordinates are independent variables. The Hamiltonian (H), as already mentioned ... is the energy of the system expressed in terms of these variables. In the case of a free particle the Hamiltonian depends only on kinetic energy, but in sets of N particles, H is the sum of the kinetic energy (dependent on p) with the potential energy of interaction (dependent on q). Thus, H becomes a function of the type H = Ho (p) + λV (q), where Ho (p) is the Hamiltonian associated with kinetic energy of free particles (integrable) and λV (q) is the potential energy due to interactions ... The factor λ mea...