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Statistics for Sustainable Innovation

0SV120

Over deze cursus

The first part of the course focuses on probability theory:

  • Sample space, events, probability, axioms.
  • Probability rules, conditional probability, independence, Bayes' theorem, random variable.
  • Discrete distributions, cumulative distribution function, expectation and variance.
  • Continuous distributions, density function, mean, variance, correlations and conditional probability

The second part goes more explicitly into statistics. It covers:

  • Estimation theory
  • The concept of confidence intervals
  • The concept of hypothesis testing, t-tests, p-values, Type I and Type II errors, statistical power and size
  • Simple linear regression models

In the assignments, the students gain hands-on experience with the data and apply the concepts discussed in class. To do so, they use the STATA statistical package (R is also accepted but no support is offered) and work with data commonly used in innovation studies (Firm-level data, patent data, survey data)

Leerresultaten

The aim of the course is to provide an introduction to statistics, by focusing on the basics of probability theory and statistics.

Voorkennis

Je moet voldoen aan de volgende eisen

  • Ingeschreven voor een andere opleiding dan
  • HBO-TOP Applied Physics, Schakelprogramma
  • Geen van onderstaande cursussen mag zijn behaald
  • Behavioral research methods 2: dwd (0HV50)
  • Statistics for IE (2DD80)

Bronnen

  • Statistical compendium
  • Lecture slides per week
  • D.C.Montgomery, G.C.Runger, Applied Statistics and Probability for Engineers, 7th ed. (ISBN: 978-1-119-58559-6 (printed version) E-book: 978-1-119-40036-3), Wiley.

Aanvullende informatie

  • Studiepunten
    ECTS 5
  • Niveau
    bachelor
Als er nog iets onduidelijk is, kijk even naar de FAQ van TU Eindhoven.

Aanbod

  • Startdatum

    11 november 2024

    • Einddatum
      19 januari 2025
    • Periode *
      Blok 2
    • Locatie
      Eindhoven
    • Voertaal
      Engels
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Dit aanbod is voor studenten van Utrecht University