  We extend the work of Hen for the Bernstein-Vazirani problem and Simon's
problem on an adiabatic quantum computer. Our results are based on the Ising
objective function for quantum annealing. For each problem we determine its
objective function, describe its Hamiltonian matrix, and show the Hamiltonian
matrix for a small problem. Following the pattern of Hen, we discuss factoring
of integers, particularly Shor's factoring algorithm in an adiabatic quantum
computing environment.
