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Quantum walk and its application domains: A systematic review
K Kadian, S Garhwal, A Kumar - Computer Science Review, 2021 - Elsevier
Quantum random walk is the quantum counterpart of a classical random walk. The classical
random walk concept has long been used as a computational framework for designing …
random walk concept has long been used as a computational framework for designing …
Quantum computing formulation of some classical Hadamard matrix searching methods and its implementation on a quantum computer
Finding a Hadamard matrix (H-matrix) among all possible binary matrices of corresponding
order is a hard problem that can be solved by a quantum computer. Due to the limitation on …
order is a hard problem that can be solved by a quantum computer. Due to the limitation on …
Constructions of Goethals–Seidel Sequences by Using k-Partition
S Shen, X Zhang - Mathematics, 2023 - mdpi.com
In this paper, we are devoted to finding Goethals–Seidel sequences by using k-partition, and
based on the finite Parseval relation, the construction of Goethals–Seidel sequences could …
based on the finite Parseval relation, the construction of Goethals–Seidel sequences could …
[HTML][HTML] Hadamard matrices with cocyclic core
Since Horadam and de Launey introduced the cocyclic framework on combinatorial designs
in the 1990s, it has revealed itself as a powerful technique for looking for (cocyclic) …
in the 1990s, it has revealed itself as a powerful technique for looking for (cocyclic) …
Cohomology-developed matrices: constructing families of weighing matrices and automorphism actions
A Goldberger, G Dula - Journal of Algebraic Combinatorics, 2024 - Springer
The aim of this work is to construct families of weighing matrices via their automorphism
group action. The matrices can be reconstructed from the 0, 1, 2-cohomology groups of the …
group action. The matrices can be reconstructed from the 0, 1, 2-cohomology groups of the …
[HTML][HTML] Pseudococyclic partial Hadamard matrices over Latin rectangles
The classical design of cocyclic Hadamard matrices has recently been generalized by
means of both the notions of the cocycle of Hadamard matrices over Latin rectangles and …
means of both the notions of the cocycle of Hadamard matrices over Latin rectangles and …
Recent progress on cocyclic matrices
About twenty-five years ago, Horadam and de Launey introduced the cocyclic development
of designs, from which the notion of cocyclic Hadamard matrices developed over a group (of …
of designs, from which the notion of cocyclic Hadamard matrices developed over a group (of …