О ФУНДАМЕНТАЛЬНОМ РЕШЕНИИ УРАВНЕНИЙ МАКСВЕЛЛА КАК ФУНКЦИОНАЛЕ И ПРОБЛЕМА ВЕРОЯТНОСТИ ПОЛОЖЕНИЯ ФОТОНА

ABOUT FUNDAMENTAL SOLUTION OF MAXWELL'S EQUATIONS AS FUNCTIONAL AND PROBLEM OF THE PROBABILITY DENSITY OF PHOTON'S POSITION

The fundamental solution of Maxwell's equations for electromagnetic field in the vacuum outside the sources are studied in terms of Majorana variables in position representation as functional on finite test functions. There arises an analogue of Pauli-Jordan formula (of fundamental solution of Dirac's equation). It is shown that the equations of electromagnetic field should be considered as quantum ones. The question of the possibility of interpretation the energy density of electromagnetic field as the probability density for photon