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MAWARDI

Universitas Hasanuddin S3 - Matematika SINTA ID : 6039178
4.734
SINTA Score Overall
683
SINTA Score 3Yr
4.302
Affil Score
630
Affil Score 3Yr
Latest number of Publication and Citations
Convolution and Sampling Theorems for Offset Fractional Fourier Transform
Authors : M Bahri, M Rezki, SAA Karim, N Bachtiar, M Zakir, B Addul Samad Signals 7 (2), 22, 2026
2026 0 cited
The Lieb and Nazarov Inequalities for Quaternion Linear Canonical S-Transform
Authors : D Danang, M Bahri, N Bachtiar, S Toaha Journal of the Indonesian Mathematical Society 32 (1), 1962-1962, 2026
2026 0 cited
Some Heisenberg Uncertainty Principles for Octonion Fourier Transform and A New Form of Heisenberg Inequality for Octonion Linear Canonical Transform: M. Bahri, M. Kundu
Authors : M Bahri, M Kundu Complex Analysis and Operator Theory 20 (5), 132, 2026
2026 0 cited
The Lieb and Nazarov Inequalities for Quaternion Linear Canonical S-Transform
Authors : D Danang, M Bahri, N Bachtiar, S Toaha Journal of the Indonesian Mathematical Society 32 (1), 1962-1962, 2026
2026 0 cited
Linear canonical space-time transform: convolution theorem and uncertainty principles
Authors : M Bahri, N Bachtiar, M Nur, A Rahim ANNALI DELL'UNIVERSITA'DI FERRARA 72 (2), 59, 2026
2026 0 cited
New simple proofs of uncertainty inequalities for linear canonical space-time transform
Authors : M Bahri, R Daher, N Bachtiar, Firman Integral Transforms and Special Functions, 1-22, 2026
2026 1 cited
Fractional fourier transform: A variant of Heisenberg uncertainty principle, weighted uncertainty inequality and application
Authors : M Bahri An International Journal of Optimization and Control: Theories …, 2026
2026 0 cited
New simple proofs of uncertainty inequalities for linear canonical space-time transform
Authors : M Bahri, R Daher, N Bachtiar, Firman Integral Transforms and Special Functions, 1-22, 2026
2026 1 cited
The Lieb and Nazarov Inequalities for Quaternion Linear Canonical S-Transform.
Authors : D Damang, M Bahri, N Bahtiar, S Toaha Journal of the Indonesian Mathematical Society 32 (1), 1, 2026
2026 0 cited
Linear canonical transform approach to the characteristic function of real random variables
Authors : R Ibnas, M Bahri, N Bachtiar, S Toaha, ATA Nur Eng 7 (1), 26, 2026
2026 2 cited
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Summary

Article Quartile
Research Output
  Scopus GScholar WOS
Article 129 167 39
Citation 1590 2132 491
Cited Document 106 124 31
H-Index 22 24 13
i10-Index 43 51 15
G-Index 1 2 1
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