Taylor Coefficients and Coefficient Multipliers of Hardy and Bergman-Type Spaces

1. Basic Spaces. Multipliers
Miroljub Jevti?, Dragan Vukoti?, Miloš Arsenovi?

2. The Poisson Integral
Miroljub Jevti?, Dragan Vukoti?, Miloš Arsenovi?

3. Subharmonic and h-Subharmonic Functions
Miroljub Jevti?, Dragan Vukoti?, Miloš Arsenovi?

4. Hardy Spaces of Analytic Functions
Miroljub Jevti?, Dragan Vukoti?, Miloš Arsenovi?

5. Carleson Measures, Mean Oscillation Spaces and Duality
Miroljub Jevti?, Dragan Vukoti?, Miloš Arsenovi?

6. Polynomial Approximation and Taylor Coefficients of H^p Functions
Miroljub Jevti?, Dragan Vukoti?, Miloš Arsenovi?

7. The Mixed Norm Spaces H^{p,q,alpha }

Miroljub Jevti?, Dragan Vukoti?, Miloš Arsenovi?

8.
H^{p,q,alpha } as a Sequence Space
Miroljub Jevti?, Dragan Vukoti?, Miloš Arsenovi?

9. Tensor Products and Multipliers
Miroljub Jevti?, Dragan Vukoti?, Miloš Arsenovi?

10. Duality and Multipliers
Miroljub Jevti?, Dragan Vukoti?, Miloš Arsenovi?

11. Multipliers from ell ^s

Miroljub Jevti?, Dragan Vukoti?, Miloš Arsenovi?

12. Multiplier Spaces ( (H^p,H^u)

Miroljub Jevti?, Dragan Vukoti?, Miloš Arsenovi?

13. Multipliers of Some Large Spaces of Analytic Functions
Miroljub Jevti?, Dragan Vukoti?, Miloš Arsenovi?

14. The Hilbert Matrix Operator
Miroljub Jevti?, Dragan Vukoti?, Miloš Arsenovi?

Avainsanat: Mathematics, Functions of a Complex Variable, Functional Analysis, Operator Theory