D. D. Holm
3
M3-4-5A34 Assessed Problems # 3
Due 15 Mar 2013
1
M3-4-5A16 Assessed Problems # 3:
Do all four problems
Exercise 3.1 (Momentum map for the Heisenberg group).
The Heisenberg group is a sub
UNIVERSITY OF LONDON
Course:
M4A34
Setter:
Holm
Checker: Gibbons
Editor:
Turaev
External:
Date:
14 Feb 2011
BSc and MSci EXAMINATIONS (MATHEMATICS)
May-June 2011
M4A34
Geometric Mechanics II
Setters s
Geometric Mechanics and Symmetry:
From Finite to Innite Dimensions
Darryl D. Holm
Imperial College London
Tanya Schmah
Macquarie University and The University of Toronto
Cristina Stoica
Wilfrid Laurie
D. D. Holm
2
M3-4-5A34 Assessed Problems # 2
Due 1 Mar 2013
1
M3-4-5A16 Assessed Problems # 2:
Do all four problems
Exercise 2.1 (Adjoint and coadjoint actions for SE (2).
(A) Compute the the adjoint
UNIVERSITY OF LONDON
Course:
M4A34
Setter:
Holm
Checker: Gibbons
Editor:
Turaev
External:
Date:
8 March 2012
BSc and MSci EXAMINATIONS (MATHEMATICS)
May-June 2012
M4A34
Geometric Mechanics II
Setters
D. D. Holm
1
M3-4-5A34 Assessed Problems # 1
Due 1 Feb 2013
1
M3-4-5A16 Assessed Problems # 1:
Do all three problems
Exercise 1.1 (Quaternions in Cayley-Klein (CK) parameters).
Express all of your ans
UNIVERSITY OF LONDON
Course:
M4A34
Setter:
Holm
Checker: Gibbons
Editor:
Turaev
External:
Date:
8 March 2013
BSc and MSci EXAMINATIONS (MATHEMATICS)
May-June 2013
M4A34
Geometric Mechanics II
Setters