Benjamin Gottesman Berdah

Benjamin Gottesman Berdah has a diverse range of work experience in various roles and industries.

Their most recent position was as an Algorithm Engineer at CVAid Medical, where their main objective was to create mathematical models to identify stroke occurrence in patients using smartphone camera videos. Benjamin conducted rapid prototyping for new product designs and ideas.

Prior to that, Benjamin worked as a Quant Freelancer at Crypto Partners, analyzing crypto market data and developing and implementing trading strategies. Benjamin also worked as a Teaching Assistant at The Hebrew University of Jerusalem and as a Reviewer for the Math Journal of Finance at the Society for Industrial and Applied Mathematics (SIAM).

Benjamin has experience as an Algorithm Engineer and Developer at Orange, where they developed math algorithms and software solutions for screen-casting. Benjamin also worked as a Quantitative Analyst at KPMG, focusing on rate markets and developing pricing tools.

In addition, Benjamin has research experience as a Research Assistant at INRIA, where they worked on solving Hamilton-Jacobi-Bellman equations, and as the President of the association Dynalocal, where they organized conferences and film screenings.

Throughout their work experience, Benjamin has developed skills in mathematical modeling, algorithm development, quantitative analysis, and teamwork.

Benjamin Gottesman Berdah's education history begins with their Bachelor's degree in Computational Mathematics & Computer Science, which they obtained from Université Paris Cité between 2007 and 2010. Benjamin then pursued further education and obtained a Master's degree in Random Modelling from the same university between 2010 and 2011. Afterwards, they attended Université Paris Dauphine - PSL, where they completed their Master 2 (M2) in Financial Mathematics from 2011 to 2012. Finally, Benjamin pursued their Doctor of Philosophy (PhD) in Applied Mathematics at The Hebrew University of Jerusalem from 2017 to 2020. Their research in the field of study focused on applied mathematics.