MATH 4720

MATH 4720

Course information provided by the 2025-2026 Catalog.

Introduction to classical theory of parametric statistical inference that builds on the material covered in BTRY 3080. Topics include: sampling distributions, principles of data reduction, likelihood, parameter estimation, hypothesis testing, interval estimation, and basic asymptotic theory.


Prerequisites BTRY 3080 or MATH 4710 or equivalent and at least one introductory statistics course.

Distribution Requirements (DLS-AG, OPHLS-AG), (SDS-AS)

Last 4 Terms Offered 2025FA, 2025SP, 2024FA, 2024SP

Learning Outcomes

  • Describe the general principles of statistical estimation and testing.
  • Design a statistical estimator in a principled way based on a description of a dataset.
  • Analyze the theoretical properties of an estimator and a hypothesis test.
  • Calculate and correctly interpret confidence intervals, p-values, statistical significance, and power.
  • Recognize the general principles underlying common statistical procedures.

View Enrollment Information

Syllabi: none
  •   Regular Academic Session.  Choose one lecture and one discussion. Combined with: BTRY 4090BTRY 5090STSCI 4090STSCI 5090

  • 4 Credits Graded

  • 17848 MATH 4720   LEC 001

    • MW
    • Jan 20 - May 5, 2026
    • Wegkamp, M

  • Instruction Mode: In Person

  • 17849 MATH 4720   DIS 202

    • F
    • Jan 20 - May 5, 2026
    • Wegkamp, M

  • Instruction Mode: In Person

  • 17850 MATH 4720   DIS 203

    • F
    • Jan 20 - May 5, 2026
    • Wegkamp, M

  • Instruction Mode: In Person