In this paper we present rudiments of a higher dimensional analogue of the Szegö kernel method to compute 3D mappings from elementary domains onto the unit sphere. This is a formal construction which provides us with a good substitution of the classical conformal Riemann mapping. We give explicit numerical examples and discuss a comparison of the results with those obtained alternatively by the Bergman kernel method
Monogenic orthogonal polynomials over 3D prolate spheroids were previ-ously introduced and shown to ...
AbstractA new method to compute the Riemann mapping function is numerically implemented and tested o...
In classical complex function theory the geometric mapping property of conformality is closely linke...
In this paper we present rudiments of a higher dimensional analogue of the Szegö kernel method to co...
In this paper we present rudiments of a higher dimensional analogue of the Szegö kernel method to co...
In this paper we present rudiments of a higher dimensional analogue of the Szegö kernel method to co...
AbstractIn classical complex analysis the Szegö kernel method provides an explicit way to construct ...
AbstractIn classical complex analysis the Szegö kernel method provides an explicit way to construct ...
AbstractIn this paper we revisit the so-called Bergman kernel method—BKM—for solving conformal mappi...
Pub. Int. CMAT, 1 (2003)In this paper we revisit the so-called Bergman kernel method - BKM- for sol...
In this paper we revisit the so-called Bergman kernel method (BKM) for solving conformal mapping pro...
The construction of reproducing kernel functions is not restricted to real dimension 2. Indeed, the ...
AbstractIn this paper we revisit the so-called Bergman kernel method—BKM—for solving conformal mappi...
In this paper we revisit the so-called Bergman kernel method- BKM- for solving con-formal mapping pr...
Conformal mappings in the plane are closely linked with holomorphic functions and their property of...
Monogenic orthogonal polynomials over 3D prolate spheroids were previ-ously introduced and shown to ...
AbstractA new method to compute the Riemann mapping function is numerically implemented and tested o...
In classical complex function theory the geometric mapping property of conformality is closely linke...
In this paper we present rudiments of a higher dimensional analogue of the Szegö kernel method to co...
In this paper we present rudiments of a higher dimensional analogue of the Szegö kernel method to co...
In this paper we present rudiments of a higher dimensional analogue of the Szegö kernel method to co...
AbstractIn classical complex analysis the Szegö kernel method provides an explicit way to construct ...
AbstractIn classical complex analysis the Szegö kernel method provides an explicit way to construct ...
AbstractIn this paper we revisit the so-called Bergman kernel method—BKM—for solving conformal mappi...
Pub. Int. CMAT, 1 (2003)In this paper we revisit the so-called Bergman kernel method - BKM- for sol...
In this paper we revisit the so-called Bergman kernel method (BKM) for solving conformal mapping pro...
The construction of reproducing kernel functions is not restricted to real dimension 2. Indeed, the ...
AbstractIn this paper we revisit the so-called Bergman kernel method—BKM—for solving conformal mappi...
In this paper we revisit the so-called Bergman kernel method- BKM- for solving con-formal mapping pr...
Conformal mappings in the plane are closely linked with holomorphic functions and their property of...
Monogenic orthogonal polynomials over 3D prolate spheroids were previ-ously introduced and shown to ...
AbstractA new method to compute the Riemann mapping function is numerically implemented and tested o...
In classical complex function theory the geometric mapping property of conformality is closely linke...
Add to ORKG