Lectures On Riemann Surfaces
Gunning, R. C.
Lectures On Riemann Surfaces - 1966 - 256 páginas
1. Fundamental definitions. 2. Sheaves. 3. Cohomology. 4. Divisors and line bundles. 5. Differential forms and serre duakity. 6. Proof of serre´s duality theorem. 7. Riemann foch theorem. 8. Picard and jacobi varieties. 9. Uniformization. 10. Representations of riemann surfaces.
fcnm1520
515.223I/G93
Lectures On Riemann Surfaces - 1966 - 256 páginas
1. Fundamental definitions. 2. Sheaves. 3. Cohomology. 4. Divisors and line bundles. 5. Differential forms and serre duakity. 6. Proof of serre´s duality theorem. 7. Riemann foch theorem. 8. Picard and jacobi varieties. 9. Uniformization. 10. Representations of riemann surfaces.
fcnm1520
515.223I/G93