Sr. Applied Scientist at Amazon Web Services (AWS)
Berlin, Germany
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Summary
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Rockstar
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Konstantinos Benidis is a senior applied scientist based in Berlin with 9 years of experience applying deep learning, probabilistic time-series forecasting, and optimization to real-world problems. He has a strong research-to-production track record at AWS and Amazon AI Labs, contributing to forecasting products and Amazon Q while bridging research science and engineering. His PhD in Financial Engineering and background in information theory and communications underpin a rigorous, mathematically grounded approach to model design and algorithmic improvements. An active open-source contributor to the widely used GluonTS library, he has improved core probabilistic distributions and inference reliability—work that directly strengthens production forecasting toolchains. He combines academic depth with hands-on engineering, often focusing on numerical robustness and API usability that are easy to overlook but crucial in production systems.
9 years of coding experience
6 years of employment as a software developer
Master Thesis, Information Theory, Master Thesis, Information Theory at Technische Universität München
UPC Universitat Politècnica de Catalunya
Dipl.- Ing. Electrical and Computer Engineering, Dipl.- Ing. Electrical and Computer Engineering at National Technical University of Athens
Hong Kong University of Science and Technology (HKUST)
Contributions:36 reviews, 25 commits, 43 PRs in 1 year 11 months
Contributions summary:Konstantinos primarily contributed to the development and improvement of probabilistic time series modeling within the GluonTS repository. Their work involved refactoring and fixing bugs in the `Binned` distribution, addressing issues in inference tests, and making API improvements related to distributions. They also made significant contributions to the `PiecewiseLinear` distribution, fixing bugs and adding tests. These changes indicate an active role in enhancing the core functionality and reliability of the probabilistic time series models.
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