Stochastic Conservation Laws?

We examine conservation laws, typically the conservation of linear momentum, in the light of a recent successful formulation of fermions as Kerr-Newman type Black Holes, which are created uctuationally from a background Zero Point Field. We conclude that these conservation laws are to be taken in the spirit of thermodynamic laws. Conservation Laws, as is universally known, play an important role in Physics, starting with the simplest such laws relating to momentum and energy. These laws provide rigid guidelines or constraints within which physical processes take place. These laws are observational, though a theoretical facade can be given by relating them to underpinning symmetries[1]. Quantum Theory, including Quantum Field Theory whilch is generally accepted as being ultimate, is in conformity with the above picture. On the other hand the laws of Thermodynamics have a di erent connotation: They are not rigid in the sense that they are a statement about what is most likely to occur. However according to a recent formulation, Quantum Theory itself takes on a stochastic character[2, 3]. Firstly if there are N particles in the universe (infact N 10) which has a radius R, then from a statistical point of view, there is an uncertainity in the position of each particle, which as is well 0 E-mail:[email protected]