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We prove that if Cay(G; S) is a connected Cayley graph with n vertices, and the prime factorization of n is very small, then Cay(G; S) has a hamiltonian cycle. More precisely, if p, q, and r are disti...
Supersymmetric Extension of Non-Hermitian su(2) Hamiltonian and Supercoherent States
pseudo-Hermitian quantum mechanics supersymmetry supercoherent states
2010/12/16
A new class of non-Hermitian Hamiltonians with real spectrum, which are written as a real linear combination of su(2) generators in the form H = ωJ3 + αJ− + βJ+,α 6= β, is analyzed.