most citedTowards UV Finiteness of Infinite Derivative Theories of Gravity and Field Theories

5 citations · 10 across the 4 of their papers we have counts for

collaborators

6 papers

gr-qc2020

The Distributional Stress-Energy Quadrupole

Jonathan Gratus, Paolo Pinto, Spyridon Talaganis

We investigate stress-energy tensors constructed from the delta function on a worldline. We concentrate on quadrupoles as they make an excellent model for the dominant source of gr…

hep-th2017

Unitarity in Infinite Derivative Theories

Spyridon Talaganis

In this paper, we consider an infinite derivative scalar field action with infinite derivative kinetic and interaction terms. We establish that the theory is unitary if the correla…

hep-th20172 cited

Slavnov Identities for Infinite Derivative Theory of Gravity

Spyridon Talaganis

In this paper, we shall consider an infinite-derivative theory of gravity, with a view to making it renormalisable. First, we derive the modified superficial degree of divergence.…

hep-th20173 cited

Scale of non-locality for a system of particles

Spyridon Talaganis, Ali Teimouri

Higher derivative theories of gravity are associated with a mass scale to insure the correct dimensionality of the covariant derivatives. This mass scale is known as the scale of n…

hep-th20175 cited

Towards UV Finiteness of Infinite Derivative Theories of Gravity and Field Theories

Spyridon Talaganis

In this paper we will consider the ultraviolet (UV) finiteness of the most general one-particle irreducible (PI) Feynman diagrams within the context of ghost-free, infinite-deri…

gr-qc2017

Rotating black hole and entropy for modified theories of gravity

Spyridon Talaganis, Ali Teimouri

In this paper we obtain the entropy of the Kerr black hole for a number of modified theories of gravity. We show that as long as the deviation from Einstein Hilbert term consists p…