We study field theory models in the context of a gravitational theory without the cosmological
constant problem (CCP). The theory is based on the requirement that the measure of …

Monopoles are intriguing topological objects, which play a central role in gauge theories
and topological states of matter. While conventional monopoles are found in odd …

In string theory, the consequences of replacing the measure of integration (-γ) 1/2 d 2 x in
the Polyakov action by Φ d 2 x, where Φ is a density built out of degrees of freedom …

The Berry connection plays a central role in our description of the geometric phase and
topological phenomena. In condensed matter, it describes the parallel transport of Bloch …

For superstrings, the consequences of replacing the measure of integration− γ d 2 x in the
Polyakov's action by Φ d 2 x, where Φ is a density built out of degrees of freedom …

Scale invariant theories which contain maximal rank gauge field strengths (of D indices in D
dimensions) are studied. The integration of the equations of motion of these gauge fields …

A six dimensional model describing the interaction of gravity with gauge fields whose
dynamics is consistent with redefinitions of the measure of integration in the action is …

Conserved quantities are obtained and analysed using new recently proposed models with
global scale invariance. Such models allow for non-trivial scalar field potentials and masses …

This report is an extension of a previous one hep-th/9812189. Several quantum mechanical
wave equations for p-branes are proposed. The most relevant p-brane quantum mechanical …

Nottale's special scale-relativity principle was proposed earlier by the author as a plausible
geometrical origin to string theory and extended objects. Scale relativity is to scales what …