Fig. 1. Design diagram of classical correlated light holography scheme based on orbital angular momentum. (a) Generation of classical correlated light; (b) loading of the hologram; (c) measurement

Fig. 2. Design diagram for scheme to prove classical correlated states

Fig. 3. Correlated probability PθCν,θDw as a function of the angle θCν+θDw (theoretical result)

Fig. 4. Target image and generation of OAM-preserved hologram and OAM-selective hologram. (a) Target image and generation of OAM-preserved hologram; (b) generation of OAM-selective hologram

Fig. 5. Imaging simulation results of the classical correlated light holography scheme based on orbital angular momentum. (a) lx=-2; (b)lx=-1; (c)lx=1; (d)lx=2

Fig. 6. Simulation results for the incoherent condition

Fig. 7. Simulation results of classical correlated light holography based on orbital angular momentum and classical light orbital angular momentum holography under conditions with and without classic stray light. (a) Classical light orbital angular momentum holography in the absence of classical stray light; (b) classical light orbital angular momentum holography in the presence of classical stray light; (c) classical correlated light holography based on orbital angular momentum in the absence of classical stray light; (d) classical correlated light holography based on orbital angular momentum in the presence of classical stray light

Fig. 8. When Omax is set to 0.75, 0.85, and 0.90, respectively, relationship between the number of distinguishable superposed states Nd and the dimension d