Michaël Bensimhoun
Interest in electronics
I am developing my own research project involving biological cell systems, microwaves and strong electromagnetic fields. During the last years, I have learnt electronics from scratch and worked alone to build a prototype for a proof of concept. My aim is to demonstrate a certain biological phenomenon in order to interest investors.
Education
Msc in pure mathematics from the Tel Aviv University, BA in math/physics from Claude Bernard University (Lyon, France). I begun three years of doctorate in pure mathematics at the Hebrew University of Jerusalem, then I married ... and left.
Profession
I am currently working as an algorithm and software engineer in image processing. My favorite programming language is Python. I have written several patents.
Other languages
French (mother tongue) and Hebrew (fluent).
Personal
I am a musician and violin player, married +4. I am also a Wikipedia contributor in the categories of mathematics, physics and electronics. I have a deep interest in the roots of Semitic languages (Hebrew, Arabic, Aramaic, Akkadian and Syriac); I hope that one day, I have the time to write a book on my research about this topic.
Articles in mathematics and computer vision
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Change of Variable Theorems for the KH Integral, Real Analysis Exchange Volume 35, Number 1 (2009/2010), 167-194.
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A Counterexample for the Change of Variable Formula in KH Integrals, Real Analysis Exchange Volume 36, Number 2 (2010/2011), 491-498.
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Infinite sets of Mutually Coprime Locally Square-free Elements, Inside the Range of Polynomials with Values in Principal Ideal Domains, arXiv.2112.14711
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Historical account and ultra-simple proofs of Descartes's rule of signs, De Gua, Fourier, and Budan's rule, arXiv:1309.6664.
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On the antiderivative of inverse functions, arXiv:1312.3839.
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A note on the product of the conjugates of a polynomial, arXiv:1408.1954.
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A generic Strategy for Designing an Efficient and Robust HMM-Based Action Recognizer, IPC - WorldComp Proceedings 2016.
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N-Dimensional Cumulative Function, And Other Useful Facts About Gaussians and Normal Densities (2009)
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