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Decker, Wolfram

Singularities and Computer Algebra

Decker, Wolfram - Singularities and Computer Algebra, e-bok

122,75€

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ISBN: 9783319288291
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Table of contents

1. On Some Conjectures About Free and Nearly Free Divisors
Enrique Artal Bartolo, Leire Gorrochategui, Ignacio Luengo, Alejandro Melle-Hernández

2. A Classification Algorithm for Complex Singularities of Corank and Modality up to Two
Janko Böhm, Magdaleen S. Marais, Gerhard Pfister

3. Linear Resolutions of Powers and Products
Winfried Bruns, Aldo Conca

4. Minors and Categorical Resolutions
Igor Burban, Yuriy Drozd, Volodymyr Gavran

5. Higher-Order Spectra, Equivariant Hodge–Deligne Polynomials, and Macdonald-Type Equations
Wolfgang Ebeling, Sabir M. Gusein-Zade

6.
μ-Constant Monodromy Groups and Torelli Results for Marked Singularities, for the Unimodal and Some Bimodal Singularities
Falko Gauss, Claus Hertling

7. Divisor Class Groups of Affine Complete Intersections
Helmut A. Hamm

8. Möbius Strips, Knots, Pentagons, Polyhedra, and the SURFER Software
Stephan Klaus

9. Seiberg–Witten Invariant of the Universal Abelian Cover of



$${S_{-p/q}^{3}(K)}$$
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József Bodnár, András Némethi

10. A Method to Compute the General Neron Desingularization in the Frame of One-Dimensional Local Domains
Adrian Popescu, Dorin Popescu

11. Coherence of Direct Images of the De Rham Complex
Kyoji Saito

12. Remarks on the Topology of Real and Complex Analytic Map-Germs
José Seade

13. On Welschinger Invariants of Descendant Type
Eugenii Shustin

14. Milnor Fibre Homology via Deformation
Dirk Siersma, Mihai Tibăr

15. Some Remarks on Hyperresolutions
J. H. M. Steenbrink

16. Deforming Nonnormal Isolated Surface Singularities and Constructing Threefolds with



$$mathbb{P}^{1}$$
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as Exceptional Set
Jan Stevens

17. On a Theorem of Greuel and Steenbrink
Duco Straten

18. A Kirwan Blowup and Trees of Vector Bundles
G. Trautmann

Nyckelord: Mathematics, Algebraic Geometry, Ordinary Differential Equations

Utgivare
 
 
Utgivare
Springer
Utgivningsår
2017
Språk
en
Utgåva
1
Sidantal
14 sidor
Kategori
Naturvetenskaper
Format
E-bok
eISBN (PDF)
9783319288291
Tryckt ISBN
978-3-319-28828-4

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