What is generating function.
Solution
Generating Function-
In classical Mechanics, The Hamiltonian formulation of classical mechanics, a generating function is a function of canonical variables whose (partial) derivatives with respect to these variables lead to the equations of motion of the system.
For example we can write
The Hamiltonian H
of a system is itself a generating function, in this sense, and gives what we call the Hamilton's equations of motion.
These Generating Function are four as below
"F_1,F_2,F_3,F_4."
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