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1. A New Approach to Slice Regularity on Real Algebras

   We expose the main results of a theory of slice regular functions on a real alternative algebra A, based on a well-known Fueter construction. Our...

   Riccardo Ghiloni, Alessandro Perotti in Hypercomplex Analysis and Applications

   Conference paper 2011
   

2. Schwarz, Riemann, Riemann-Hilbert Problems and Their Connections in Polydomains

   This paper presents results on some boundary value problems for holomorphic functions of several complex variables in polydomains. The Cauchy kernel...

   Alip Mohammed in Pseudo-Differential Operators: Complex Analysis and Partial Differential Equations

   Conference paper 2009
   

3. On the Intertwining of \(\partial{\mathcal{D}}\)-Isometries

   Ameer Athavale in Complex Analysis and Operator Theory

   Article 14 January 2008

4. Directional quaternionic hilbert operators

   The paper discusses harmonic conjugate functions and Hilbert operators in the space of Fueter regular functions of one quaternionic variable. We...

   Alessandro Perotti in Hypercomplex Analysis

   Conference paper 2008
   

5. Schwarz-Pick Inequalities for the Schur-Agler Class on the Polydisk and Unit Ball

   The notion of a unitary realization is used to estimate derivatives of arbitrary order of functions in the Schur-Agler class on the polydisk and unit...

   J. Milne Anderson, Michael A. Dritschel, James Rovnyak in Computational Methods and Function Theory

   Article 20 September 2007

6. On the Notion of the Bochner–Martinelli Integral for Domains with Rectifiable Boundary

   Ricardo Abreu-Blaya, Juan Bory-Reyes, Michael Shapiro in Complex Analysis and Operator Theory

   Article 19 January 2007

7. C

   Michiel Hazewinkel in Encyclopaedia of Mathematics

   Chapter 1995
   

8. E

   Michiel Hazewinkel in Encyclopaedia of Mathematics

   Chapter 1995
   

9. A

   One of the generalizations of the Lebesgue integral, given by E. Titchmarsh [1] for the integration of functions conjugate to summable ones. A...

   I. A. Vinogradova, A. G. El’kin, ... A. D. Taĭmanov in Encyclopaedia of Mathematics

   Chapter 1995
   

10. E

    M. Hazewinkel in Encyclopaedia of Mathematics

    Chapter 1994
    

11. C

    M. Hazewinkel in Encyclopaedia of Mathematics

    Chapter 1994
    

12. Invariant metrics and the boundary behavior of holomorphic functions on domains in\(\mathbb{C}^n \)

    Invariant metrics are used to provide a unified approach to the study of holomorphic functions in Hardy classes on domains in one and several complex...

    Steven G. Krantz in The Journal of Geometric Analysis

    Article 01 June 1991

13. M

    M. Hazewinkel in Encyclopaedia of Mathematics

    Chapter 1990
    

14. A

    M. Hazewinkel in Encyclopaedia of Mathematics

    Chapter 1988