Perez, Rolando III
Complex analysis. Phase retrieval problems. Fourier analysis. Fractional calculus.
- Optimization and Approximation (member)
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Education
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Ph.D. Pure Mathematics (2021)
Université de BordeauxDissertation: Applications of Complex Analysis to the Phase Retrieval Problem
Adviser: Philippe Jaming, Karim Kellay (Analysis Team, Institut de Mathématiques de Bordeaux) -
M.S. Mathematics (2017)
University of the Philippines Diliman -
B.S. Mathematics (2014), cum laude
University of the Philippines Diliman
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Ph.D. Pure Mathematics (2021)
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Research
Welcome to my page!
My research interests are stated above, and my work can be accessed under the Publications tab.
Feel free to contact me through my email above for research collaborations and other academic matters.
You can also reach me via: Google Scholar, ResearchGate, LinkedIn
Other links:
- (21 September 2021) Contributed Talk, Fields Institute Focus Program on Analytic Function Spaces and their Applications
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Teaching
A.Y. 2021-2022
- First Semester – Math 23
- Second Semester – Math 23
A.Y. 2022-2023
- First Semester – Math 128, Math 197 (Selected Topics in Complex Analysis)
- Second Semester – Math 128
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Publications
Please click the title of the work to access a free copy.
Journal Articles
- P. Jaming, K. Kellay, R. Perez III, On the effect of zero-flipping on the stability of the phase retrieval problem in the Paley-Wiener class, Monatsh. Math. 198 (2022), 757-776.
- R. Perez III, A note on the phase retrieval of holomorphic functions, Canad. Math. Bull. 64 (2021), 779-786.
- P. Jaming, K. Kellay, R. Perez III, Phase retrieval for wide band signals, J. Fourier Anal. Appl., 26 (2020), Paper No. 54, 21 pp.
Conference Proceedings
- P. Jaming, K. Kellay, R. Perez III, Phase retrieval for wide band signals, IEEE Proc. SampTA (2019).
Preprints/In progress
- coming soon
Dissertation Manuscript – Applications of Complex Analysis to the Phase Retrieval Problem / Applications d’Analyse Complèxe au Problème de Phase