  The group of Conservative transformations is an enlargement of the group of
diffeomorphisms which leads to a richer geometry than that of general
relativity. The field variables of the theory are the usual orthonormal tetrads
and also internal space tetrads. Using the fundamental geometric object which
is the curvature vector, an appropriate Lagrangian has been defined for both
free-field and fields with sources. Solutions to the corresponding field
equations have been developed. In this paper we use the static spherically
symmetric tetrad field with sources to model the universe. Our fundamental
assumption is that the total density comprised of both ordinary and dark matter
should be constant. The resulting model with one adjustable parameter predicts
that ordinary matter is approximately 77\% of the total mass content, but this
percentage is near 0\% for regions near the center of the universe. The space
is approximately isotropic for $r$ near zero. The radial and tangential
pressures are negative and unequal. The redshift is also modeled without the
expanding universe and an explanation of the value of the cosmological constant
is given. Equations governing particle motion are also derived which can
produce a repulsive effect and produce even larger redshifts. Finally, the
cosmic microwave background and its anisotropies are addressed and heuristic
arguments are given that suggest that our theory is not inconsistent with these
observations. These results add further confirmation that the theory developed
by Pandres is the fundamental theory of physics.
