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" Real and complex singularities / "
edited by M. Manoel, M.C. Romero Fuster, C.T.C Wall
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BL
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| Record Number
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688403
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b510592
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| Main Entry
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International Workshop on Real and Complex Singularities(10th :2008 :, São Carlos, São Paulo, Brazil)
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| Title & Author
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Real and complex singularities /\ edited by M. Manoel, M.C. Romero Fuster, C.T.C Wall
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| Publication Statement
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Cambridge ;New York :: Cambridge University Press,, 2010
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| Series Statement
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London Mathematical Society lecture note series ;; 380
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| Page. NO
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396 p. ;; 23 cm
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| ISBN
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0521169690 (pbk.)
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: 9780521169691 (pbk.)
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| Bibliographies/Indexes
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Includes bibliographical references
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| Contents
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Machine generated contents note: Preface C. T. C. Wall, M. C. Romero Fuster and M. Manoel; On a conjecture by A. Durfee E. Artal Bartolo, J. Carmona Ruber and A. Melle-Hernández; On normal embedding of complex algebraic surfaces L. Birbrair, A. Fernandes and W. D. Neumann; Local Euler obstruction, old and new, II Jean-Paul Brasselet and Nivaldo G. Grulha, Jr; Branching of periodic orbits in reversible Hamiltonian systems C. A. Buzzi, L. A. Roberto and M. A. Teixeira; Topological invariance of the index of a binary differential equation L. S. Challapa; About the existence of Milnor fibrations J. L. Cisneros-Molina and R. N. Araújo dos Santos; Counting hypersurfaces invariant by one-dimensional complex foliations Mauricio Corrêa, Jr and Márcio G. Soares; A note on topological contact equivalence J. C. F. Costa; Bi-Lipschitz equivalence, integral closure and invariants Terence Gaffney; Solutions to PDEs and stratification conditions Terence Gaffney; Real integral closure and Milnor fibrations Terence Gaffney and R. N. Araújo dos Santos; Surfaces around closed principal curvature lines, an inverse problem R. Garcia, L. F. Mello and J. Sotomayor; Euler characteristics and atypical values Helmut A. Hamm; Answer to a question of Zariski A. Hefez and M. E. Hernandes; Projections of timelike surfaces in the de Sitter space Shyuichi Izumiya and Farid Tari; Spacelike submanifolds of codimension at most two in de Sitter space M. Kasedou; The geometry of Hopf and saddle-node bifurcations for waves of Hodgkin-Huxley type Isabel S. Labouriau and Paulo R. F. Pinto; Global classifications and graphs J. Marti;nez-Alfaro, C. Mendes de Jesus and M. C. Romero-Fuster; Real analytic Milnor fibrations and a strong Lojasiewicz inequality David B. Massey; An estimate of the degree of L-determinacy by the degree of A-determinacy for curve germs T. Nishimura; Regularity of the transverse intersection of two regular stratifications Patrice Orro and David Trotman; Pairs of foliations on surfaces Farid Tari; Bi-Lipschitz equisingularity David Trotman; Gaffney's work on equisingularity C. T. C. Wall; Singularities in algebraic data acquisition Y. Yomdin
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| Abstract
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"The biennial meetings at São Carlos have helped create a worldwide community of experts and young researchers working on singularity theory, with a special focus on applications to a wide variety of topics in both pure and applied mathematics. The tenth meeting, celebrating the 60th birthdays of Terence Gaffney and Maria Aparecida Soares Ruas, was a special occasion attracting the best known names in the area. This volume contains contributions by the attendees, including three articles written or co-authored by Gaffney himself, and survey articles on the existence of Milnor fibrations, global classifications and graphs, pairs of foliations on surfaces, and Gaffney's work on equisingularity"--
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"This book is a selection of papers submitted for the proceedings of the 10th Workshop on Real and Complex Singularities. They are grouped into three categories: singularity theory (7 papers), singular varieties (8 papers) and applications to dynamical systems, generic geometry, singular foliations etc (10 papers). Among them, four are survey papers: Local Euler Obstruction, Old and New, II, by N. G. Grulha Jr. and J.-P. Brasselet, Global classifications and graphs, by J. Martinez-Alfaro, C. Mendes de Jesus and M. C. Romero-Fuster, Pairs of foliations on surfaces, by F. Tari, Gaffney's work on equisingularity, by C. T. C. Wall"--
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| Subject
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Singularities (Mathematics), Congresses
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| Dewey Classification
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516.3/5
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| LC Classification
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QA614.58.I527 2008
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| Added Entry
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Manoel, M.,1966-
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Romero Fuster, M. C
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Wall, C. T. C., (Charles Terence Clegg)
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