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Qiang Feng
Institution:
Yan'an University
Observed institution:
Yan'an University
ORCID:
0000-0001-7336-0814
Observed ORCID:
0000-0001-7336-0814
OpenAlex ID:
A5075857969
Reduced Biquaternion Windowed Linear Canonical Transform: Properties and Applications
2024
·
Hehe Yang
, Qiang Feng
, et al.
·
Mathematics
·
35
The octonion linear canonical transform: Properties and applications
2025
·
Nan Jiang
, Qiang Feng
, et al.
·
Chaos Solitons & Fractals
·
26
The discrete convolution for fractional cosine-sine series and its application in convolution equations
2023
·
Rongbo Wang
, Qiang Feng
, et al.
·
AIMS Mathematics
·
24
PDF
Convolution Theorem Associated with the QWFRFT
2023
·
Yinyin Mei
, Qiang Feng
, et al.
·
Chinese Journal of Electronics
·
8
PDF
Weighted Convolution for Quaternion Linear Canonical Cosine Transform and Its Application
2024
·
Rongbo Wang
, Qiang Feng
·
Axioms
·
5
Properties and applications of octonion fractional Fourier transform for 3-D octonion signals
2025
·
Xi Yang
, Qiang Feng
, et al.
·
Digital Signal Processing
·
4
Fractional Fourier cosine and sine Laplace weighted convolution and its application
2022
·
Yi Xiang
, Sha Yuan
, et al.
·
IET Signal Processing
·
4
PDF
Fractional Mixed Weighted Convolution and Its Application in Convolution Integral Equations
2024
·
Rongbo Wang
, Qiang Feng
·
Journal of Mathematics
·
2
PDF
Discrete Convolution Associated with Fractional Cosine and Sine Series
2021
·
Xiuxiu Gao
, Qiang Feng
, et al.
·
Journal of Beijing Institute of Technology
·
2
Optimality and Duality of Semi-Preinvariant Convex Multi-Objective Programming Involving Generalized (F,α,ρ,d)-I-Type Invex Functions
2024
·
Rongbo Wang
, Qiang Feng
·
Mathematics
·
1
PDF
Convolution theorems for the linear canonical sine and cosine transform and its application
2018
·
Rongbo Wang
, Qiang Feng
·
Guangdian gongcheng
·
1
The Uncertainty Principle of the Octonion Quadratic-Phase Fourier Transform
2026
·
Bo Li
, Rongbo Wang
, et al.
·
Mathematics
Probabilistic representation of high-dimensional random signals via octonion linear canonical transform
2026
·
Nan Jiang
, Qiang Feng
, et al.
·
Signal Processing
The offset octonion linear canonical transform: Differential properties and uncertainty principle
2025
·
Yixuan Lv
, Qiang Feng
, et al.
·
AIMS Mathematics
PDF
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Works count:
14
Citation count:
112
H-index:
5
I10-index:
3
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