Hamiltonianska
Hamiltonian is a term that can refer to several related concepts in mathematics and physics. In classical mechanics, a Hamiltonian is a function that describes the total energy of a system. It is typically expressed in terms of generalized coordinates and their corresponding conjugate momenta. The Hamiltonian formulation of classical mechanics provides an alternative to the Lagrangian formulation and is often more convenient for studying conserved quantities and for the transition to quantum mechanics.
In quantum mechanics, the Hamiltonian operator, denoted by H, plays a similar role. It is an operator
The term Hamiltonian can also appear in other contexts. For example, in graph theory, a Hamiltonian cycle