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Undergraduate Study

MATH3977/4077 Lagrangian and Hamiltonian Dynamics (Advanced)

General Information

This page contains information on the senior advanced unit of study MATH3977.

  • Taught in Semester 2.
  • Credit point value: 6.
  • Classes per week: Three lectures and one tutorial.
  • Lecturer(s): Holger Dullin .

Please refer to the Senior Mathematics and Statistics Handbook for all questions relating to Senior Mathematics and Statistics. In particular, see the handbook entry for MATH3977 for further information relating to MATH3977.

You may also view the description of MATH3977 and the description of MATH4077 in the University's course search database.

Students have the right to appeal any academic decision made by the School or Faculty: see sydney.edu.au/students/academic-appeals.html.

Consultation

13:00 – 14:00 Tue, Zoom or 714 Carslaw

Assessment

Date*DescriptionBetter markWeighting
12:00 October 13 Quiz I 10%
12:00 November 12 Quiz II 10%
23:59 November 20 assignment 10%
Exam 70%
All dates are given in Sydney time.

References

Online Resources / Announcements

Information Sheet for MATH3977/4077

Lecture notes for MATH3977/4077 are available from KOPYSTOP for purchase. It is recommended that you get a copy. Notes will be available for sale on the shelf in store at Kopystop – note temporary COVID-19 trading hours. Or order notes by email print@kopystop.com.au or call KOPYSTOP on 9211 2733 and they can arrange express post-delivery at an additional cost.

There is an Ed page for this course. If you don't have a login for Ed for this course please go to canvas and click on the Ed link on the left side menu there, this should enrol you in Ed.

Online resources

Resources Lecture Recordings
Tutorials Lecture Notes Assessment
Week 1
24/8-28/8
Tutorial questions
Tutorial solutions
Lecture Notes
Week 2
31/8-4/9
Tutorial questions
Tutorial solutions
Lecture Notes
Week 3
7/9-11/9
Tutorial questions
Tutorial solutions
Lecture Notes
Week 4
14/9-18/9
Tutorial questions
Tutorial solutions
Lecture Notes
Week 5
21/9-25/9
Tutorial questions
Tutorial solutions
Lecture Notes
Week 6
28/9-2/10
Tutorial questions
Tutorial solutions
Lecture Notes
Mid-semester break
Week 7
12/10-16/10
Tutorial questions
Tutorial solutions
Lecture Notes Quiz I (10%)
12:00 October 13
Week 8
19/10-23/10
Tutorial questions
Tutorial solutions
Lecture Notes
Week 9
26/10-30/10
Tutorial questions
Tutorial solutions
Lecture Notes
Week 10
2/11-6/11
Tutorial questions
Tutorial solutions
Lecture Notes
Week 11
9/11-13/11
Tutorial questions
Tutorial solutions
Lecture Notes Quiz II (10%)
12:00 November 12
Week 12
16/11-20/11
Lecture Notes assignment (10%)
Due 23:59 November 20

Timetable

 

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