Share
Export Citation
APA
MLA
Chicago
Harvard
Vancouver
BIBTEX
RIS
Universitas Hasanuddin
Research output:Contribution to journal›Article›peer-review
A Version of Uncertainty Principle for Quaternion Linear Canonical Transform
Bahri M.
Abstract and Applied Analysis
Q4Published: 2018Citations: 16
Abstract
In recent years, the two-dimensional (2D) quaternion Fourier and quaternion linear canonical transforms have been the focus of many research papers. In the present paper, based on the relationship between the quaternion Fourier transform (QFT) and the quaternion linear canonical transform (QLCT), we derive a version of the uncertainty principle associated with the QLCT. We also discuss the generalization of the Hausdorff-Young inequality in the QLCT domain.
Access to Document
10.1155/2018/8732457Other files and links
- Link to publication in Scopus
- Open Access Version Available
Fingerprint
QuaternionSciences
MathematicsSciences
GeneralizationSciences
Fourier transformSciences
Focus (optics)Sciences
Domain (mathematical analysis)Sciences
Fractional Fourier transformSciences
Uncertainty principleSciences
Algebra over a fieldSciences
Pure mathematicsSciences
Mathematical analysisSciences
Fourier analysisSciences
GeometrySciences
PhysicsSciences
OpticsSciences
Quantum mechanicsSciences
QuantumSciences