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@slakov
Drapeau de France Montpellier, France
Membre depuis le 19 septembre 2013
0 Recommendations

slakov

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I am an experienced statistician and software deveoper looking to be hired. In my work experience I have versatility as a Mathematician, Bioinfomatician, Statistician and Software Developer working on many different projects. I will try to put in my best foot and help you in accomplishing your goals to reach your targeted task. I will involve myself sincerely in your team and can handle as an autonomous person too. You can trust on me for any of your assignments and I will deliver the result in a prompt manner. I am looking forward to be outsourced by you.
$20 USD/hr
6 commentaires
3.0
  • 100%Travaux complétés
  • 100%Selon le budget
  • 100%Dans les temps
  • 50%Taux de Réembauche

Portfolio

Avis récents

  • image de careerguide15 Stochastic Process $77.00 USD

    “Excellent work”

  • image de alainh Bio Statistics project $50.00 USD

    “Great communicator, fast and over delivered. Will use again very soon.”

  • image de GeneticsLab Medical genetic writing - Research and summarize gene data - repost €100.00 EUR

    “Great Freelancer, thanks a lot”

  • image de anil34 Domain name suggestions wanted! $30.00 USD

    “Please to work with him. Rate very high on professionalism and clear thinking. Would highly recommend. [12 October, 2013] Great working with the freelancer, being the first timer, he took the job as a pro and came up to expectations. Good head on his shoulders. Would recommend him for work that requires clear and innovative thinking.”

Expérience

Bioinformatician

Mar 2013

Bioinformatician

Mar 2011 - Feb 2013 (1 year)

Bioinformatician

Mar 2010 - Feb 2011 (11 months)

Research Assistant

Mar 2006 - Feb 2010 (3 years)

Éducation

Mathematics Specialist

1997 - 2002 (5 years)

Qualifications

Genetics for non biologists (2010)

VU Amsterdam

Intensive course on Molecular Genetics.

Data Scientist (2015)

John Hopkins

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Publications

Long-range percolation on the hierarchical lattice

We study long-range percolation on the hierarchical lattice of order N, where any edge of length k is present with probability pk=1−exp(−β−kα), independently of all other edges. For fixed β, we show that αc(β) (the infimum of those α for which an infinite cluster exists a.s.) is non-trivial if and only if N<β<N2. Furthermore, we show uniqueness of the infinite component and continuity of the percolation probability and of αc(β) as a function of β. This means that the phase diagram of this model is well unde

Certifications

  • Numeracy 1
    90%
  • US English Level 1
    85%

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