This is the first paper in a program concerned with the quantization of field theories which
are covariant with respect to general coordinate transformations, like the general theory of …

In this paper, a covariant field theory of the general type of the theory of relativity is brought
into the canonical form and then quantized. Particles are assumed to be represented as …

The general theory of relativity is cast into normal Hamiltonian form in terms of two pairs of
independent conjugate field variables. These variables are explicitly exhibited and obey …

The new field theory has been developed in two papers. The first, quoted as I, contains not
only a classical treatment, but also an attempt at quantization; the second, quoted as II, a …

In this paper, we have first examined the relationship between the transformation properties
of a (nonquantum) covariant field theory and its constraints, generating functionals …

In this paper we have considered certain problems which arise when one attempts to cast a
covariant field theory into a canonical form. Because of the invariance properties of the …

A set of covariant conservation laws is constructed in the general theory of relativity. Their
relationship to the generators of infinitesimal coordinate transformations is indicated. In a …

It is shown that field theories possessing a certain type of nonlinearity, termed intrinsic, also
possess a new type of conservation law in which the conserved quantity is an integer even …

In the presence of an electrostatic field (but not for a static world scalar or magnetostatic
field) the stationary solutions of the quadratic relativistic wave equation for scalar particles …

'POSSIBLE physical consequences of general relativity for the elementary particle problem
have usually been assumed to be negligible, due to the weakness of the gravitational …