Quantum mechanics defines a particle only in terms of the probabilistic values associated with Schrödinger wave equation and assumes that it exists or is superpositioned in all possible places before a measurement is made. In other words in a quantum system Schrödinger wave equation plays the role of Newtonian laws in that it predicts the … Read more
In relativistic physics a field is defined as a continuous physical quantity that has a value for each point in space and time while Relativistic Quantum Field Theory (QFT) defines particles as excited states of an underlying physical field. However there is a conceptual discontinuity between QFT and its relativistic component because it is based … Read more
We have shown throughout the this blog and its companion book “The Reality of the Fourth spatial dimension” there would be many theoretical advantages to assuming space is composed of four *spatial* dimensions instead of four dimensional space-time. One of them is that it would allow for a logical explanation of the superposition principal associated with … Read more
We have shown throughout this blog there are many theoretical advantages to assuming space is composed of four *spatial* dimensions instead of four-dimensional space-time. One of them is that it would allow one to explain the” reality” of the probabilities associated with quantum mechanical wave function in terms of the classical laws of three-dimensional space. Quantum … Read more