## Foundations of physics |

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appear applied arbitrary assumed assumption atom axes axis boundary conditions canonical ensemble causality Chapter classical mechanics classical physics coefficients components concept consider constant coordinates corresponding D'Alembert's principle defined definition denote differential equation discussion displacement distribution dynamical eigenfunctions eigenstate eigenvalues electromagnetic electron element elementary ensemble entropy equal equation of motion equilibrium experiment expression fact field finite fluid force formula function fundamental geometry given gravitational Hamilton's principle Hamiltonian Hence inertial system integral kinetic energy magnetic mass point mathematical matrix matter means measurement method molecules momentum nature observations operator oscillator particle phase space phenomena physical laws physical theories physicist possible postulate principle probability problem properties quantity quantum mechanics question reference relation represent respect result satisfy simple solution space statistical statistical mechanics suppose symbols temperature tensor theorem theory of relativity thermodynamic tion transformation vanish variables vector velocity wave zero