Investigations of shadows of astrophysical entities constitute a major source of insight into
the evolution of compact objects. Such effects depend on the nature of the compact object …

In this work we study wormholes solutions based on fractional action cosmology. We discuss
cosmic dynamics of the universe in the presence of wormhole and wormhole wave function …

In this paper, we present some analytical solutions of wormhole in four-dimensional
Robertson–Walker Euclidean background considering Einstein–Gauss–Bonnet dilaton …

We study wormhole as the solution of the Wheeler–DeWitt (WdW) equation satisfying
Hawking–Page wormhole boundary conditions in Friedmann–Robertson–Walker (FRW) …

We present wormhole as a solution of Euclidean field equations as well as the solution of
Wheeler–DeWitt equation in (4+ 1)-dimensional Kaluza–Klein cosmology minimally coupled …

Noether symmetry in the modified theory of gravity with F (R) F (R)-term in the action in the
background of 5-dimensional Kaluza–Klein cosmology yields F (R) ∝ R^ n F (R)∝ R n for …

Euclidean wormholes first appeared in the Euclidean path integral approach to quantum
gravity. In a more general way, Hawking and Page interpreted such configurations as …

A few Euclidean wormhole configurations are presented using both the analytic and
numerical solutions of the field equations in four-dimensional Robertson–Walker Euclidean …

We present wormhole as a solution of Euclidean field equations as well as the solution of
the Wheeler–deWitt (WD) equation satisfying Hawking–Page wormhole boundary …

Noether symmetry has been invoked to explore the forms of a couple of coupling parameters
and the potential appearing in a general scalar-tensor theory of gravity in the background of …