Topology of Stratified Spaces
Herausgeber: Friedman, Greg; Libgober, Anatoly; Hunsicker, Eugenie
Topology of Stratified Spaces
Herausgeber: Friedman, Greg; Libgober, Anatoly; Hunsicker, Eugenie
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This book explores the study of singular spaces using techniques from areas within geometry and topology and the interactions among them.
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This book explores the study of singular spaces using techniques from areas within geometry and topology and the interactions among them.
Produktdetails
- Produktdetails
- Verlag: Cambridge University Press
- Seitenzahl: 490
- Erscheinungstermin: 25. Juni 2014
- Englisch
- Abmessung: 234mm x 156mm x 26mm
- Gewicht: 737g
- ISBN-13: 9781107459472
- ISBN-10: 1107459478
- Artikelnr.: 41244956
- Verlag: Cambridge University Press
- Seitenzahl: 490
- Erscheinungstermin: 25. Juni 2014
- Englisch
- Abmessung: 234mm x 156mm x 26mm
- Gewicht: 737g
- ISBN-13: 9781107459472
- ISBN-10: 1107459478
- Artikelnr.: 41244956
1. An introduction to L2 cohomology Xianzhe Dai; 2. The almost closed range
condition Gilles Carron; 3. Rigidity of differential operators and Chern
numbers of singular varieties Robert Waelder; 4. Hodge theory meets the
minimal model program: a survey of log canonical and du Bois singularities
Sándor J. Kovács and Karl Schwede; 5. Elliptic genera, real algebraic
varieties and quasi-Jacobi forms Anatoly Libgober; 6. The weight filtration
for real algebraic varieties Clint McCrory and Adam Parusinski; 7. On the
Milnor classes of complex hypersurfaces Laurentiu Maxim; 8. An introduction
to intersection homology with general perversity functions Greg Friedman;
9. The signature of singular spaces and its refinements to generalized
homology theories Markus Banagl; 10. Intersection homology Wang sequence
Filipp Levikov; 11. An exponential history of functions with logarithmic
growth Matt Kerr and Gregory Pearlstein; 12. Motivic characteristic classes
Shoji Yokura; 13. Characteristic classes of mixed Hodge modules Jörg
Schürmann.
condition Gilles Carron; 3. Rigidity of differential operators and Chern
numbers of singular varieties Robert Waelder; 4. Hodge theory meets the
minimal model program: a survey of log canonical and du Bois singularities
Sándor J. Kovács and Karl Schwede; 5. Elliptic genera, real algebraic
varieties and quasi-Jacobi forms Anatoly Libgober; 6. The weight filtration
for real algebraic varieties Clint McCrory and Adam Parusinski; 7. On the
Milnor classes of complex hypersurfaces Laurentiu Maxim; 8. An introduction
to intersection homology with general perversity functions Greg Friedman;
9. The signature of singular spaces and its refinements to generalized
homology theories Markus Banagl; 10. Intersection homology Wang sequence
Filipp Levikov; 11. An exponential history of functions with logarithmic
growth Matt Kerr and Gregory Pearlstein; 12. Motivic characteristic classes
Shoji Yokura; 13. Characteristic classes of mixed Hodge modules Jörg
Schürmann.
1. An introduction to L2 cohomology Xianzhe Dai; 2. The almost closed range
condition Gilles Carron; 3. Rigidity of differential operators and Chern
numbers of singular varieties Robert Waelder; 4. Hodge theory meets the
minimal model program: a survey of log canonical and du Bois singularities
Sándor J. Kovács and Karl Schwede; 5. Elliptic genera, real algebraic
varieties and quasi-Jacobi forms Anatoly Libgober; 6. The weight filtration
for real algebraic varieties Clint McCrory and Adam Parusinski; 7. On the
Milnor classes of complex hypersurfaces Laurentiu Maxim; 8. An introduction
to intersection homology with general perversity functions Greg Friedman;
9. The signature of singular spaces and its refinements to generalized
homology theories Markus Banagl; 10. Intersection homology Wang sequence
Filipp Levikov; 11. An exponential history of functions with logarithmic
growth Matt Kerr and Gregory Pearlstein; 12. Motivic characteristic classes
Shoji Yokura; 13. Characteristic classes of mixed Hodge modules Jörg
Schürmann.
condition Gilles Carron; 3. Rigidity of differential operators and Chern
numbers of singular varieties Robert Waelder; 4. Hodge theory meets the
minimal model program: a survey of log canonical and du Bois singularities
Sándor J. Kovács and Karl Schwede; 5. Elliptic genera, real algebraic
varieties and quasi-Jacobi forms Anatoly Libgober; 6. The weight filtration
for real algebraic varieties Clint McCrory and Adam Parusinski; 7. On the
Milnor classes of complex hypersurfaces Laurentiu Maxim; 8. An introduction
to intersection homology with general perversity functions Greg Friedman;
9. The signature of singular spaces and its refinements to generalized
homology theories Markus Banagl; 10. Intersection homology Wang sequence
Filipp Levikov; 11. An exponential history of functions with logarithmic
growth Matt Kerr and Gregory Pearlstein; 12. Motivic characteristic classes
Shoji Yokura; 13. Characteristic classes of mixed Hodge modules Jörg
Schürmann.