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Generating function (physics)

In physics, and more specifically in Hamiltonian mechanics, a generating function is, loosely, a function whose partial derivatives generate the differential equations that determine a system's dynamics. Common examples are the partition function of statistical mechanics, the Hamiltonian, and the function which acts as a bridge between two sets of…

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Generating function (physics)

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hamiltonian function generating transformation canonical mechanics partial example table given harmonic oscillator displaystyle frac physics specifically loosely whose derivatives generate

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