000 01767nam a22004817a 4500
003 IIITD
005 20250505180611.0
008 250427b |||||||| |||| 00| 0 eng d
020 _a9783030890315
040 _aIIITD
082 _a516.3
_bACA-T
100 _aA'Campo, Norbert
245 _aTopological, differential and conformal geometry of surfaces
_cby Norbert A'Campo
260 _aSwitzerland :
_bSpringer,
_c©2021
300 _ax, 284 p. :
_bcol. ill. ;
_c24 cm.
440 _aUniversitext
504 _aIncludes bibliographical references and index
505 _t1. Basic Differential Geometry
505 _t2. The Geometry of Manifolds
505 _t3. Hyperbolic Geometry
505 _t4. Some Examples and Sources of Geometry
505 _t5. Differential Topology of Surfaces
505 _t6. Riemann Surfaces
505 _t7. Surfaces of Genus g = 0
505 _t8. Surfaces with Riemannian Metric
505 _t9. Outline: Uniformization by Spectral Determinant
505 _t10. Uniformization by Energy
505 _t11. Families of Spaces
505 _t 12. Functions on Riemann Surfaces
505 _t13. Line Bundles and Cohomology
505 _t14. Moduli Spaces and Teichmuller Spaces
505 _t15. Dimensions of Spaces of Holomorphic Sections
505 _t16. The Teichmuller Curve and its Universal Property
505 _t17. Riemann Surfaces and Algebraic Curves
505 _t18. The Jacobian of a Riemann Surface
505 _t19. Special Metrics on J-Surfaces
505 _t20. The Fundamental Group and Coverings
650 _aMathematics
650 _aDifferential geometry
650 _aGeometric surfaces
650 _aAlgebraic topology
942 _cBK
_2ddc
999 _c189944
_d189944