Supersymmetry in quantum computing

 

Project partner:

 

Dept. of Mathematics "Giuseppe Peano" , University of Torino, Via Carlo Alberto 10, 10123 Tornio, Italy. Contact: Prof. Anna Fino.

 

Project duration: 2016 -

Project desccription:

Supersymmetry defines a physical method for classifying and calculating the properties of matter in a different fashion, compared to classical symmetry. Supersymmetry is still in its developmental phase, however it can be a critical tool for interpreting computational language, by devising its characteristics on anyons, low-dimensional systems and computational topology profiles. In this collaboration a method for correlating supersymmetric definitions with computational language is being studied. This project is important for development of computational methods and algorithms for working with boson-, anyon- and fermionic systems in computational architectures.

 

Project leader: Manzetti S.

Project participants: Manzetti S., Fino A, Trounev A.

 

Publications:

Manzetti S. (2018). Applied Quantum Physics for Novel Quantum Computation Approaches: an Update. Computational Mathematics and Modeling, 29, 2: 244-252.

Manzetti S. and Trounev A (2019). Supersymmetric Hamiltonian and Vortex Formation Model in a Quantum Nonlinear System in an Inhomogeneous Electromagnetic Field. Adv. Theory and Simulations, https://doi.org/10.1002/adts.201900011

Manzetti Sergio and Trounev Alexander (2019). Analytical solutions for a supersymmetric wave-equation for quasiparticles in a quantum system. Adv. Theory and Simulations, Wiley-CH, In press, under the DOI http://www.doi.org/10.1002/adts.201900173.ac

Manzetti Sergio and Trounev Alexander (2019). Electromagnetic vorticity in a square-well crystal system described by a supersymmetric wave-equation.  Adv. Theory and Simulations, Wiley-CH, In press,manuscript id adts.201900186.

Manzetti S. and Trounev A. (2019). Modelling the formation of atmospheric vortices on planet earth using a supersymmetric operator. In: Modeling of quantum vorticity and turbulence in two- and three-dimensional systems. Technical reports nr. 142021. Fjordforsk AS, Vangsnes, Norway.

Manzetti S. and Trounev A. (2019). Quantum vorticity in a rotating magnetic field. In: Modeling of quantum vorticity and turbulence in two- and three-dimensional systems. Technical reports nr. 152020. Fjordforsk AS, Vangsnes, Norway.

Manzetti S. and Trounev A. (2019). Derivation of a Hamiltonian for formation of particles in a rotating system subjected to a homogeneous magnetic field. In: Modeling of quantum vorticity and turbulence in two- and three-dimensional systems. Technical reports nr. 142020. Fjordforsk AS, Vangsnes, Norway.

Manzetti S. and Trounev A. (2019). Formation of quantum vortices in a rotating sphere in an electromagnetic field. In: Modeling of quantum vorticity and turbulence in two-dimensional systems. In: Modeling of quantum vorticity and turbulence in two- and three-dimensional systems. Technical reports nr. 142019. Fjordforsk AS, Vangsnes, Norway.