Add to ORKG2Abstract. A new theory of regular functions over the skew field of Hamilton numbers (quaternions) ...
www.science.unitn.it/˜perotti/ We consider the Dirichlet problem for pluriholomorphic functions of t...
Complex holomorphic functions are defined using a complex derivative. In higher dimensions the meani...
Let Ω ⊆ C2. We prove that there exist differential operators T and N, with complex coefficients, suc...
For functions of two quaternionic variables that are regular in the sense of Fueter, we establish a ...
We prove some results about the Fueter-regular homogeneous polynomials, which appear as components i...
AbstractIn this paper we develop the fundamental elements and results of a new theory of regular fun...
In this paper the Dirichlet problem for pluriholomorphic functions of two complex variables is inves...
AbstractIn this paper the Dirichlet problem for pluriholomorphic functions of two complex variables ...
AbstractA new theory of regular functions over the skew field of Hamilton numbers (quaternions) and ...
The theory of slice regular functions of a quaternionic variable extends the notion of holomorphic f...
The regularity of solutions to the Dirichlet problem for the quaternionic Monge-Ampère equation is d...
In this note we prove the Bieberbach conjecture for some classes of quaternionic functions, includi...
The theory of regular quaternionic functions of a reduced quaternionic variable is a 3-dimensional g...
We proved a theorem about integral of quaternionic-differentiable functions of spatial variable ove...
2Abstract. A new theory of regular functions over the skew field of Hamilton numbers (quaternions) ...
www.science.unitn.it/˜perotti/ We consider the Dirichlet problem for pluriholomorphic functions of t...
Complex holomorphic functions are defined using a complex derivative. In higher dimensions the meani...
Let Ω ⊆ C2. We prove that there exist differential operators T and N, with complex coefficients, suc...
For functions of two quaternionic variables that are regular in the sense of Fueter, we establish a ...
We prove some results about the Fueter-regular homogeneous polynomials, which appear as components i...
AbstractIn this paper we develop the fundamental elements and results of a new theory of regular fun...
In this paper the Dirichlet problem for pluriholomorphic functions of two complex variables is inves...
AbstractIn this paper the Dirichlet problem for pluriholomorphic functions of two complex variables ...
AbstractA new theory of regular functions over the skew field of Hamilton numbers (quaternions) and ...
The theory of slice regular functions of a quaternionic variable extends the notion of holomorphic f...
The regularity of solutions to the Dirichlet problem for the quaternionic Monge-Ampère equation is d...
In this note we prove the Bieberbach conjecture for some classes of quaternionic functions, includi...
The theory of regular quaternionic functions of a reduced quaternionic variable is a 3-dimensional g...
We proved a theorem about integral of quaternionic-differentiable functions of spatial variable ove...
2Abstract. A new theory of regular functions over the skew field of Hamilton numbers (quaternions) ...
www.science.unitn.it/˜perotti/ We consider the Dirichlet problem for pluriholomorphic functions of t...
Complex holomorphic functions are defined using a complex derivative. In higher dimensions the meani...