Stanford Root

Schedule

Stanford Root

Schedule

POLISCI 356A

Formal Theory I

UNITS:3-5
GRADING:Letter or Credit/No Credit
LEVEL:Graduate
GER:—

An introduction to noncooperative game theory through applications in political science. Topics will include the Hotelling-Downs model, the probabilistic voting model, contests, the tragedy of the commons and possible solution, electoral accountability, and political bargaining models, among others.

Syllabus for selected term:
View Winter 2027 Syllabus

Sections

1 Term
Lecture 1Open
ID: 12781
0 / 20 enrolled
DAYS:Tuesday, Thursday
TIME:9 AM – 10:20 AM
LOCATION:Encina West 417
INSTRUCTOR:
Acharya, Avidit
units
Discussion 1Closed
ID: 12780
DAYS:Wednesday
TIME:4:30 PM – 5:20 PM
LOCATION:TBD
units

POLISCI 356A: Formal Theory I

3-5 units · Letter or Credit/No Credit

An introduction to noncooperative game theory through applications in political science. Topics will include the Hotelling-Downs model, the probabilistic voting model, contests, the tragedy of the commons and possible solution, electoral accountability, and political bargaining models, among others.

Offered in Winter 2027 at Stanford University.

Winter 2027 sections

  • Discussion — Wednesday 4:30 PM – 5:20 PM (Graduate)
  • Lecture — Tuesday Thursday 9:00 AM – 10:20 AM — Encina West 417 — Acharya, Avidit (Graduate)

More POLISCI courses

  • POLISCI 351C: Institutions and Bridge-Building in Political Economy
  • POLISCI 353B: Workshop in Political Methodology
  • POLISCI 353C: Workshop in Political Methodology
  • POLISCI 355A: Data Science for Politics (POLISCI 150A)
  • POLISCI 355B: Machine Learning for Social Scientists (POLISCI 150B)
  • POLISCI 355C: Causal Inference for Social Science (POLISCI 150C)
  • POLISCI 358G: AI & Politics (POLISCI 158, PUBLPOL 158)
  • POLISCI 359: Advanced Individual Study in Political Methodology
  • POLISCI 400: Dissertation
  • POLISCI 400C: Research Design
  • POLISCI 410A: International Relations Theory, Part I
  • POLISCI 410B: International Relations Theory, Part II

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