Reduction from Hamiltonian cycle to Hamiltonian path
Oct 18, 2010 · I'm looking for an explanation on how reducing the Hamiltonian cycle problem to the Hamiltonian path's one (to proof that also the latter is NP-complete). I couldn't find any on the web, …
Commutator of the Hamiltonian with Position and Hamiltonian with ...
Jul 17, 2011 · The discussion focuses on the calculation of the commutators of the Hamiltonian with position and momentum operators in quantum mechanics. Specifically, the user encounters a factor …
Prove Petersen graph is not Hamiltonian using deduction and no fancy ...
Feb 3, 2013 · Prove Petersen graph is not Hamiltonian using basic terminology and deductions. I'm looking for an explanation without k-colouring or anything fancy like that since I haven't covered that …
Prove that Strongly Connected Tournament has a Hamiltonian Cycle
Prove that Strongly Connected Tournament has a Hamiltonian Cycle Ask Question Asked 13 years, 4 months ago Modified 2 years, 7 months ago
Hamilton paths/cycles in grid graphs - Mathematics Stack Exchange
This is trivially Hamiltonian in that there is a zero length path that visits the vertex. [1] Part 3: If m = 1 xor n = 1, the graph is not Hamiltonian All Hamiltonian graphs are biconnected. [2] If exactly one of the …
Energy operator and the Hamiltonian operator: Are they same?
Sep 1, 2017 · The energy operator and the Hamiltonian operator are distinct entities in quantum mechanics. The discussion clarifies that while both operators can act on wave functions, they …
Is the Hamiltonian always the total energy? - Physics Forums
Apr 29, 2016 · The Hamiltonian is not always equivalent to the total energy of a system in classical mechanics. While it is often identified with total energy, exceptions arise in specific scenarios, such …
Good book for Lagrangian and Hamiltonian Mechanics
Sep 14, 2016 · Explore "Lagrangian and Hamiltonian Mechanics" by Melvin G. Calkin for targeted learning Investigate "Foundations of Mechanics" by Abraham and Marsden for advanced insights …
Minimum number of directed edges to contain every Hamiltonian …
Jan 1, 2026 · Minimum number of directed edges to contain every Hamiltonian cycle or its inverse [closed] Ask Question Asked 13 days ago Modified 12 days ago
What Is the Difference Between Hamiltonian and Hermitian Operators?
Oct 5, 2010 · The discussion clarifies the distinction between Hamiltonian and Hermitian operators in quantum mechanics. A Hamiltonian is a specific operator that encodes the dynamics of a quantum …