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Tables of Contents for Tensor & Vector Analysis
Chapter/Section Title
Page #
Page Count
Foreword
vii
 
Preface
xi
 
List of Contributors
xiii
 
Part 1 Hamiltonian Systems
Completeness of families of functions in involution related to compatible Poisson brackets
3
22
A.V. Bolsinov
Multidimensional Euler and Clebsch cases and Lie pencils
25
6
A.V. Bolsinov
Integrable Hamiltonian systems: Topological structure of saturated neighborhoods of nondegenerate singular points
31
26
A.V. Bolsinov
V.S. Matveev
Self-dual Yang-Mills connections and generalized Nahm equations
57
14
T.A. Ivanova
Multiple points of geodesics and extremals for invariant variational problems on homogeneous spaces
71
5
M.V. Mestsherjakov
Euler-Poinsot dynamical systems and geodesic flows of ellipsoids: Topologically nonconjugation
76
11
O.E. Orel
Part 2 Riemannian Geometry and Calculus of Variations
A sufficient condition for the stability of symmetric cones of any codimension in Euclidean space RN
87
14
A.O. Ivanov
Homogeneous Riemannian spaces with irreducible rotation group
101
92
O.V. Manturov
Global minimality of cones for adjoint action of classical Lie groups
193
6
I.S. Novikova
Part 3 Topology
Poincare polynomials of some homogeneous spaces
199
14
O.V. Manturov
A general algebraic approach to the problem of describing the second term of the Adams spectral sequence and stable homotopy groups of spheres
213
38
V.A. Smirnov
Compact group actions on Hilbert modules and C*-elliptic complexes
251
31
E.V. Troitsky
A remark on positively curved manifolds of dimensions 7 and 13
282
15
I.A. Taimanov
Subject Index
297