Dr. Evgenia Youett

Bis 2021, Senior Data Scientist & Product Owner, CARIAD

Berlin, Deutschland

Fähigkeiten und Kenntnisse

C++
Python
MatLab
Programming
Machine learning
Linux
Numerical Methods
Algorithm Development
Applied Mathematics
Mathematical Modeling
Stochastic Analysis
Statistics
Statistical Analysis
Finite Element Method
Computational Mechanics
Mechanics

Werdegang

Berufserfahrung von Evgenia Youett

  • Bis heute 1 Jahr und 7 Monate, seit Dez. 2022

    Senior Data Scientist & Tech Lead

    CARIAD
  • 1 Jahr, Dez. 2021 - Nov. 2022

    Senior Data Scientist & Team Lead

    CARIAD
  • 8 Monate, Apr. 2021 - Nov. 2021

    Senior Data Scientist & Product Owner

    CARIAD
  • 4 Monate, Dez. 2020 - März 2021

    Senior Data Scientist

    CARIAD

    Developed machine learning based image processing (semantic segmentation) for an ADAS reference system

  • 5 Monate, Juli 2020 - Nov. 2020

    Data Scientist

    Carmeq GmbH

    Developed machine learning based image processing (semantic segmentation) for an ADAS reference system

  • 1 Jahr und 7 Monate, März 2019 - Sep. 2020

    Software Designer

    Carmeq GmbH

    - Developed advanced driver assistance systems - situation analysis for emergency breaking and adaptive cruise control - Developed an AI blueprint project compatible with series development (verification of neural networks)

  • 3 Jahre und 11 Monate, Aug. 2014 - Juni 2018

    Researcher

    Freie Universität Berlin

    - Performed research in the field of numerical methods for PDEs and Uncertainty Quantification - Developed and implemented numerical algorithms (finite elements, Monte Carlo methods) - Developed a software for simulation of knee implant tests

  • 1 Jahr und 7 Monate, Feb. 2012 - Aug. 2013

    Junior Researcher

    Institute of Problems of Mechanical Engineering

    - Developed and implemented numerical methods and algorithms (finite differences, finite volumes methods)

Ausbildung von Evgenia Youett

  • 2014 - 2018

    Mathematics

    Freie Universität Berlin

    Numerical methods for solving Partial Differential Equations (PDEs) and for Uncertainty Quantification in models based on PDEs. Thesis: Adaptive multilevel Monte Carlo methods for random elliptic problems.

  • 2011 - 2013

    Applied Mathematics

    Saint Petersburg State University

    Mathematical modeling, applied mathematics, continuum mechanics, numerical methods.

  • 2007 - 2011

    Applied Mathematics

    Saint Petersburg State University

    Applied mathematics.

Sprachen

  • Deutsch

    Fließend

  • Englisch

    Fließend

  • Russisch

    Muttersprache

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