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Real and Complex Singularities
About this Title
Terence Gaffney and Maria Aparecida Soares Ruas, Editors
Publication: Contemporary Mathematics
Publication Year:
2004; Volume 354
ISBNs: 978-0-8218-3665-1 (print); 978-0-8218-7944-3 (online)
DOI: https://doi.org/10.1090/conm/354
MathSciNet review: 2088465
ReadershipTable of Contents
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Front/Back Matter
Articles
- J. W. Bruce, G. J. Fletcher and F. Tari – Zero curves of families of curve congruences [MR 2087801]
- Alexandru Dimca and András Némethi – Hypersurface complements, Alexander modules and monodromy [MR 2087802]
- Daniel Dreibelbis – Invariance of the diagonal contribution in a bitangency formula [MR 2087803]
- Eduardo Esteves and Steven L. Kleiman – Bounds on leaves of foliations of the plane [MR 2087804]
- László M. Fehér and Richárd Rimányi – Calculation of Thom polynomials and other cohomological obstructions for group actions [MR 2087805]
- Alexandre C. G. Fernandes and Carlos Humberto Soares, Júnior – On the bilipschitz triviality of families of real maps [MR 2087806]
- Jacques-Elie Furter and Angela Maria Sitta – A note on the path formulation for $(\textrm {O}(2),\textrm {SO}(2))$-forced symmetry breaking bifurcation [MR 2087807]
- Terence Gaffney – Polar methods, invariants of pairs of modules and equisingularity [MR 2087808]
- Isabel S. Labouriau and Carlos M. S. G. Rito – Stability of equilibria in equations of Hodgkin-Huxley type [MR 2087809]
- A. Libgober – Isolated non-normal crossings [MR 2087810]
- András Némethi – Invariants of normal surface singularities [MR 2087811]
- R. D. S. Oliveira – Families of pairs of Hamiltonian vector fields in the plane [MR 2087812]
- A. A. du Plessis and C. T. C. Wall – Topology of unfoldings of singularities in the $E,\ Z$ and $Q$ series [MR 2087813]
- María del Carmen Romero-Fuster – Semiumbilics and geometrical dynamics on surfaces in 4-spaces [MR 2087814]
- Dirk Siersma and Mihai Tibăr – On the vanishing cycles of a meromorphic function on the complement of its poles [MR 2087815]
- Jan Stevens – Some adjacencies to cusp singularities [MR 2087816]
- András Szűcs – Elimination of singularities by cobordism [MR 2088057]