MATH 4440 Dynamical Systems

This course is an introduction to nonlinear dynamics and their applications, emphasizing qualitative methods for differential equations. Topics include fixed and periodic points, stability, linearization, parameterized families and bifurcations, and existence and nonexistence theorems for closed orbits in the plane. The final part of the course is an introduction to chaotic systems and fractals, including the Lorenz system and the quadratic map.

Course evaluations

Response-weighted averages from Boston College’s official course evaluations (Avalanche/Blue).

Course rating
4.25 / 5 · Very Good
136 responses
Instructor rating
4.58 / 5 · Excellent
136 responses
Terms evaluated
5
Most recent: Spring 2026

Scales: overall ratings run from 1 (poor) to 5 (excellent); agreement questions from 1 (strongly disagree) to 5 (strongly agree); weekly effort from 1 (up to 1 hour) to 5 (10 or more hours).

Evaluations by term and instructor
TermInstructorCourse overallInstructor overallWell organizedClear learning objectivesIntellectually challengingHelpful assignmentsApplicable beyond courseAttendance necessaryWeekly effortResponses
Spring 2026Katherine Slyman4.75.04.94.94.74.74.54.94–6 hrs/week35 of 38
Spring 2025Katherine Slyman4.64.95.04.94.74.94.44.87–9 hrs/week29 of 40
Spring 2024Renato Mirollo3.84.24.44.34.84.64.14.3—28 of 35
Spring 2023Renato Mirollo3.74.24.54.44.84.23.94.2—28 of 33
Spring 2022Renato Mirollo4.24.44.44.44.54.34.34.4—16 of 25

Data freshness

Course and evaluation data last updated 2026-10-09. Source details and limitations are documented in Data Sources and Methodology.

Instructors

  • Katherine Slyman
    Spring 2027, Spring 2026, Spring 2025 · Official rating 4.95/5
  • Renato Mirollo
    Spring 2024, Spring 2023, Spring 2022 · Official rating 4.24/5

Sections

  • Section 01
    Spring 2027 · Katherine Slyman · Gasson Hall 203 MWF 12:00 Noon-12:50PM · Offered