Submissions from Philippe Gouin

[1]  faKiv:2403.07537 [pdf]
A description of the theoretical structure of the warp factor for large $N$ quantum fields
Comments:

We present a definition of the theoretical structure of the warp factor for large $N$ quantum fields, which is consistent with the known results of the estimated tunneling time of the Einstein-Hilbert-Cartan theory of gravity. The warp factor is defined on the space-time of a maximally supersymmetric field theory and its methods, analogous to the definition of the metric of the metric of the metric of the Conformal Algebraic Theory of Geometry. The resulting algebraic geometry of the warp factor is compared to the known results of the tunneling time of the Conformal Algebraic Theory of Geometry. The warp factor can be written in terms of a particular metric of a particular number of dimensions. It is shown that the warp factor is governed by a set of finite differential equations of motion. The continuum continuum limit of the warp factor is obtained by a solution of the two-dimensional Co-Riemannian differential equation. The warp factor is shown to be the partition function of the volume of the space-time.

[2]  faKiv:2403.07638 [pdf]
A Hazard-free Method for Gravitational Waves
Comments: 56 pages

A new method to compute gravitational waves from a given point of a massive scalar field, known as the graviton method, is introduced. The method involves finding a point of a trajectory that is also a point of a source. In the case of the gravitational wave propagation, such a point lies in the direction of the gravitational wave path-interaction. The method can be used to compute the gravitational waves of the massive scalar field Einstein. The method is believed to be the first of its kind to take into account the contributions of the gravitational-wave response of the source and gravitational waves.