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10.1007/s42452-019-1391-6

## In this paper we show that the 63Ni radioactivity reduction by ultrasounds is not a violation of the exponential decay law but can be explained by the Deformed Space–Time theory.

The astonishing 63Ni radioactivity reduction in radioactive wastes by means of ultrasounds application

10.1145/3355089.3356502

## We propose an efficient numerical solution, with controllable error, which first automatically computes an initial value along each cast ray before walking conservatively along a curved ray in the undeformed space according to the signed distance.

Non-linear sphere tracing for rendering deformed signed distance fields

10.1007/S10773-019-04094-8

## In this article we define the gravitational quantum well model on twist-deformed space with two spatial directions commuting to time-dependent function fκ(t).

Twist-Deformed Gravitational Quantum Well

## We then show how deforming the symplectic algebra through canonical transformations that are unitary can be used to describe the same physics that in a non-deformed picture requires huge model spaces in far smaller deformed spaces, a simplification that should proportionally reduce the complexity of using the symplectic symmetry in applications.

Symmetries and canonical transformations in nuclei

10.1016/j.dark.2020.100577

## Furthermore, to obtain the deformed space-time, the mimic constraint procedure has been used.

Decoupling gravitational sources by MGD approach in Rastall gravity

10.1109/ACCESS.2019.2914854

## This paper proposes the use of barycentric coordinates in the development and implementation of space-vector pulse-width modulation (SVPWM) methods, especially for inverters with deformed space-vector diagrams.

Application of Barycentric Coordinates in Space Vector PWM Computations

10.1142/S0218271819501074

## We propose conditions on the parameters of deformation on which Poisson brackets for coordinates and momenta of the center-of-mass reproduce relations of deformed algebra, kinetic energy of a body is independent of its composition, and the weak equivalence principle is preserved in the deformed space.

Minimal length estimation on the basis of studies of the Sun–Earth–Moon system in deformed space

## However, as this paper shows in both a tangible and a formal way, it is also the geometry of deformed spaces.

On Bent Manifolds and Deformed Spaces

10.1142/S0217732319500718

## Composite system made of N particles is considered in twist-deformed spacetime.

Features of description of composite system’s motion in twist-deformed spacetime

10.1088/1361-6382/aaf6d4

## In a geocentric kinematically rotating ecliptical coordinate system in geodesic motion through the deformed spacetime of the Sun, both the longitude of the ascending node $\Omega$ and the inclination $I$ of an artificial satellite of the spinning Earth are affected by the post-Newtonian gravitoelectric De Sitter and gravitomagnetic Lense-Thirring effects.

Measuring general relativistic dragging effects in the Earth’s gravitational field with ELXIS: a proposal

10.1140/epjc/s10052-019-7246-x

## In this paper we study the quantisation of scalar field theory in $$\kappa$$-deformed space-time.

Quantisation of Klein–Gordon field in $$\kappa$$κ space-time: deformed oscillators and Unruh effect

10.1142/S0217732319501165

## We first derive Einstein's field equation in $\kappa$-deformed space-time and use this to set up non-commutative version of core-envelope model describing superdense stars.

Superdense star in a space-time with minimal length