Ask HN: Who wants to be hired? (March 2016)

  Location: Chicago
  Remote: Yes
  Willing to relocate: Yes
  Technologies: Python/Django
  Resume/CV: https://www.linkedin.com/in/tdlekkas
  Email: t.lekkas[at]practalis.com

Python/Django developer with project management experience. Looking for PM positions or developer position.

I'm a junior electrical engineering student. I love biotech and embedded devices. I'm looking for an internship/co-op for either this summer or the fall, or both. You can see my projects at github.com/mike-u

  Location: Pittsburgh, PA
  Remote: sure?
  Willing to relocate: yes
  Technologies: Matlab, Python, Linux, hardware development/circuit design
  Email: mpu2@pitt.edu

Data Scientist/Data Engineer

Location: Paris, France

Remote: Yes

Willing to relocate: Yes

Technologies: Data Science/Machine Learning (clustering, prediction, anomaly detection...), Hadoop, Spark, Elasticsearch, Kafka, Scala, Python, Ansible

Resume/CV: https://fr.linkedin.com/in/juliennaour

Email: julnaour at gmail dot com

Thing I did: https://www.youtube.com/watch?v=MbXzYLS_uTE

I'm the second guy

Location: Poughkeepsie, NY

  Remote:  Sure.

  Willing to relocate:  Maybe.

  Technologies: .NET, Rexx, C, Fortran,
  Linpack, artificial intelligence (AI),
  mathematical programming (optimization),
  linear constrained, non-linear constrained
  and unconstrained, linear integer constrained,
  network linear, multi-objective, deterministic




  Résumé/CV:
  Email:

Location: Poughkeepsie, NY

Remote: Sure.

Willing to relocate: Maybe.

Technologies: .NET, Visual Basic .NET (essentially the same as C# but with a better flavor of syntactic sugar), Rexx, C, Fortran, PL/I, KnowledgeTool, artificial intelligence (AI), mathematical programming (optimization), linear constrained, non-linear constrained and unconstrained, linear integer and combinatorial constrained, network linear, routing, scheduling, multi-objective, deterministic dynamic, stochastic dynamic, numerical analysis, stochastic processes (Poisson, Markov, second order stationary, Brownian motion, martingales), ordinary differential equations (mathematical and numerical), mathematical and applied statistics, published peer-reviewed original research in AI, optimization, and mathematical statistics.

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