A quantum model for dreaming and its role in imaging

Abstract

Abstract Each spinor has two states and could store a bit of information. Within a biological system, spinors on the heart cells give information bits to spinors on blood cells. Then, these blood cells move and give these information bits to spinors on the neurons of the brain. Spinors within these structures exchange information through photons with the limited velocity and spinors waves with infinite velocity. The infinite velocity means that when a spin in a pair is reversed, other spin which is placed in a distant point, changes immediately. This difference between the velocities of transferring information by these waves causes to the oscillations of the heart and brain cells and emergence of new quantum electromagnetic fields. These fields and the acceleration of photons and spinors in curved ways of neural systems create the Rindler space-time. In this space-time, there are two regions which time, position and arrow of spinors in each region are different respect to ones in other region. This gives the possibility that spinors store information of different times and positions. During sleeping, these information bits may form points of dream images. For example, when one sees a point in time \(t={t_0}\)and position \(x={x_0}\) at the wake state, its information could be stored in two spinor states in (\(t={t_1}\), \(x={x_1}\)) of region I and (\(t={t_2}\), \(x={x_2}\)) of regions II. During dream, these points are joined and a line is seen. These spinors may form triplet states with other spinors which each state of it could be related to one of main colors: Red, Blue and Green. Thus, a dark point may be converted to a colorful line during dreaming. If a tumor is emerged, states of spinors are changed and a straight line may be converted to a curved line. Thus, dream images could help us in imaging.