ABSTRACT
A variety of evidence suggests that underlying Riemann's Zeta function is some unknown classical, mechanical system whose trajectories are chaotic and without symmetry, with the property that, when quantised, its allowed energies are the Riemann zeros. Quantum mechanics assumes that physical systems can only exist in a well-defined set of energy levels. The observation problem' has had the scientific community in turmoil ever since quantum mechanics was first proposed in the early twentieth century. Conic sections like this are actually the asymptotes, or bounding lines, of a cone. As a result of this study Albert and his fellow workers found that the probability distributions of both incoming and outgoing links in the graph their studies produced were dependant on a statistical phenomenon known as a power law. Information and indeed the World Wide Web fit into this new insight for two very clear reasons.
