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Trinh Tuan
Observed names:
Tuan, Trinh,
Tuân, Trịnh
Institution:
Electric Power University
Observed institution:
Electric Power University
OpenAlex ID:
A5121825424
Upper bound coefficient for convolution structure associated to Hartley–Bessel transform
2026
·
Trinh Tuan
·
Integral Transforms and Special Functions
·
1
PDF
Heisenberg uncertainty principle and Hausdorff–Young theorem associated to refined (a,b)-Fourier transform
2026
·
Trinh Tuan
, Nguyen Minh Tuan
, et al.
·
Asian-European Journal of Mathematics
Young type inequality and Hausdorff–Young type inequality for convolution operator associated with fractional Fourier transform of $$\alpha $$-order
2026
·
Trinh Tuan
, Lai Tien Minh
·
Fractional Calculus and Applied Analysis
Saitoh’s inequality and $$L_1$$-solvability for Toeplitz–Hankel, Barbashin type equations via composition structure of polyconvolution associated with trigonometric Fourier
2026
·
Trinh Tuan
, Nguyen Thanh Hong
·
The Journal of Analysis
Boundedness of Convolution and Polyconvolution Operators Associated With Hartley‐Fourier Cosine on Dual Spaces With Applications
2026
·
Trinh Tuan
, Lai Tien Minh
·
Mathematical Methods in the Applied Sciences
Some Qualitative Properties of the ℎ-Hartley-Bessel Transform on the Time Scale 𝕋ℎ and the Corresponding Convolution Operator
2026
·
Trinh Tuan
, Huong Tran
, et al.
·
SSRN Electronic Journal
lr1 -Boundedness of H-Fourier and H-Hartley Convolution Operators on a Discrete Time Scale and Applications
2026
·
Tran Kim Huong
, Thao Nguyen
, et al.
·
SSRN Electronic Journal
Some Young-type Inequalities for the Gaussian-associated Fourier Convolution Operator and Beckner Constants
2026
·
Trinh Tuan
, Tran Kim Huong
, et al.
·
SSRN Electronic Journal
Một Lớp Phương Trình Vi Tích Phân Mới Dạng Barbashin
2025
·
Tuân, Trịnh
·
Tạp chí Khoa học và Công nghệ - Trường Đại học Quảng Bình
Một Lớp Phương Trình Vi Tích Phân Liên Quan Đến Biến Đổi Tích Phân Kontorvich - Lebedev - Fourier
2025
·
Tuân, Trịnh
·
Tạp chí Khoa học và Công nghệ - Trường Đại học Quảng Bình
Analog version of Hausdorff--Young's theorem for quadratic Fourier transforms and boundedness of oscillatory integral operator
2024
·
Tuan, Trinh
, Minh, Lai Tien
·
arXiv (Cornell University)
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Works count:
11
Citation count:
1
H-index:
1
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