Photons of light: From a uniform structure of photons of Maxwell fields all properties of light can be derived: wave- and particle properties, elliptic and linear polarization E1/B2 and E2/B1, propagation of photons of light in vacuum under conditions of superposition (overlap), entanglement and induction. The structures illustrate the Bell states, [3].
Photons of electromagnetic Maxwell fields: From a uniform structure of photons of electromagnetic Maxwell fields all properties of these fields are obtained: particle properties, wave properties, photons of positive and of negative charges and photons of magnetic fields, [4].
Maxwell vacuum: The photons of Maxwell fields – of light and of electromagnetic fields – are forming under application of deactivated virtual action the Maxwell vacuum. The Maxwell vacuum is in the frame of the physical information theory the basis of all interactions between the elementary objects. On the Maxwell vacuum all objects and the radiation are integrated, the vacuum mediate the propagation of light and the transfer of physical information between interacting objects. To the Maxwell vacuum the gravitons are superposed, [5].
Gravitons: Under application of the activated virtual action structures of photons of static Maxwell fields can be formed with properties of gravitons. In contrast to the photons of electromagnetic fields the gravitons contain no real action; their action is active virtual that means that the gravitons contain to equal parts positive and negative action. The gravitons are, similar to the oscillators of electromagnetic fields, part of the scalar oscillators of objects and part of the Maxwell vacuum, [6].
In difference to quantum mechanics, in which for example an electron is described by a wave function, in the PIT it is distinguished between the core of the electron and the photons of electromagnetic fields. The core of the electron is in the PIT described by scalar oscillators.
Scalar oscillators: The scalar oscillators are determined from the scalar Lagrange density and from four dimensional scalar commutators of communication relations; similar to the Maxwell fields correlation structures are formed under the conditions of the principle of Hamilton. It is shown that for wave properties the scalar commutators correspond to the commutators of the electromagnetic fields. The interaction between scalar oscillators of the core of objects and the photons of electromagnetic fields occur under the conditions of the principle of Hamilton, [2].