Publication detail
An Online Calculator for Qubits Based on Geometric Algebra
HRDINA, J. HILDENBRAND, D. STEINMETZ, C. ALVES, R. LAVOR, C.
English title
An Online Calculator for Qubits Based on Geometric Algebra
Type
conference paper
Language
en
Original abstract
We use Geometric Algebra for quantum computing motivated by the fact that qubits and gates can be handled as elements of the same algebra. Additionally, Geometric Algebra allows us to describe gate operations very easily, based on the geometrically intuitive description of transformations in Geometric Algebra. As the main contribution of this paper, we make the calculations with the specific QBA (quantum bit algebra) accessible via an online tool based on GAALOPWeb, which can be handled on many computing devices.
English abstract
We use Geometric Algebra for quantum computing motivated by the fact that qubits and gates can be handled as elements of the same algebra. Additionally, Geometric Algebra allows us to describe gate operations very easily, based on the geometrically intuitive description of transformations in Geometric Algebra. As the main contribution of this paper, we make the calculations with the specific QBA (quantum bit algebra) accessible via an online tool based on GAALOPWeb, which can be handled on many computing devices.
Keywords in English
GAALOP;Geometric algebra;Geometric algebra computing;Quantum computing;
Released
18.10.2020
Publisher
Springer Science and Business Media Deutschland GmbH
ISBN
9783030618636
Book
37th Computer Graphics International Conference, CGI 2020
Pages from–to
526–537
Pages count
12
BIBTEX
@inproceedings{BUT167249,
author="Jaroslav {Hrdina} and Dietmar {Hildenbrand} and Christian {Steinmetz} and Rafael {Alves} and Carlile C. {Lavor},
title="An Online Calculator for Qubits Based on Geometric Algebra",
booktitle="37th Computer Graphics International Conference, CGI 2020",
year="2020",
month="October",
pages="526--537",
publisher="Springer Science and Business Media Deutschland GmbH",
isbn="9783030618636"
}