Dr. Maximilian Bailey

Instructor

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Biography

Maximilian Bailey is a Lecturer at ETH Zurich, specializing in the intersection of Humanities and Social Political Sciences. His expertise encompasses various facets of both fields, focusing on the application of data science principles in understanding social phenomena. At ETH Zurich, he is known for integrating innovative data-driven approaches in his teaching and research. With a strong emphasis on interdisciplinary collaboration, he engages with both students and researchers to foster a rich academic environment. Bailey's commitment to education is evident in his efforts to guide students through complex social issues using data analysis tools. He actively participates in academic discussions, contributing to the development of methodologies that bridge the gap between technical data analysis and socio-political contexts. His work is instrumental in advancing the field where data science meets the humanities, providing valuable insights into current societal trends.

Research Interests

Requirements for ETH Zurich

Master Program
Requirements
GPA Requirement
Required:3.4
IELTS
Overall
Required:7
TOEFL
Total
Required:100
GRE General
Verbal
Required:159
Verbal Percentile
Required:80
Quantitative
Required:168
Quantitative Percentile
Required:81
Analytical Writing
Required:4.5
Writing Percentile
Required:85
Prerequisites
Bachelor's degree in a related field (Engineering, Natural Sciences, or Mathematics) Minimum 180 ECTS credits Subject-specific knowledge equivalent to ETH Bachelor's programs
Application Checklist
  • Bachelor's degree diploma or transcript
  • Official academic transcripts
  • Curriculum Vitae (CV)
  • Letter of Motivation (1 page)
  • Two academic recommendation letters
  • English language proficiency certificate
  • GRE General Test (for non-EU/EFTA applicants)
Specialization Notes

The GRE is mandatory for students who did not obtain their Bachelor's degree in an EU/EFTA state. Some departments (e.g., Computer Science) have specific ECTS credit requirements in core subjects.